Gujarat Post Graduate Common Entrance Test (Gujarat PGCET)
Application Date 28 Jun, 2020 - 05 Jul, 2020 (Tentative)
About Gujarat PGCET 2020
Gujarat PGCET 2020 will be conducted by the Admission Committee for Professional Courses, Gujarat (ACPC) for admissions into postgraduate programmes offered by the participating institutes of the exam. It is to be noted that GATE qualified candidates applying for Gujarat PGCET 2020 will not be required to appear in the entrance exam as they will be eligible for direct admission. Candidates will have to fill the application form of Gujarat PGCET 2020 which will be available tentatively from the final week of June. It is important for candidates to know that before online registration for Gujarat PGCET, they will have to collect PIN covers from the designated branches of ICICI Bank. Candidates are also advised to match their eligibility with the official criteria and then only proceed.
ACPC will release the admit card of Gujarat PGCET 2020 only for successfully registered candidates. Gujarat PGCET 2020 will be conducted in offline mode tentatively in the third week of July at the prescribed exam centres.
The authorities will publish Gujarat PGCET merit list 2020 for all the qualified candidates. Such candidates will be required to fill their choices during choice filling and seats will be allotted accordingly. Counselling will be held in three rounds for Gujarat PGCET 2020.
Gujarat PGCET 2020 Highlights
| Full Exam Name | Gujarat Post Graduate Common Entrance Test |
| Short Exam Name | Gujarat PGCET |
| Conducting Body | Admission Committee for Professional Courses, Gujarat |
| Frequency of Conduct | Once a year |
| Exam Level | State Level Exam |
| Languages | English |
| Mode of Application | Offline / Online |
| Application Fee (General) | 500 Rs [Offline] +1 More |
| Mode of Exam | Offline |
| Mode of Counselling | Online / Offline |
| Participating Colleges | 17 |
| Exam Duration | 1 Hour 30 Minutes |
Download all details about Gujarat PGCET 2020
Gujarat PGCET 2020 Important Dates
Stay up-to date with Exam Notification and News
Upcoming Dates and Events
28 Jun, 2020 - 05 Jul, 2020 (Tentative)
Application | Mode: Offline and Online
13 Jul, 2020 - 14 Jul, 2020 (Tentative)
Exam | Mode: Offline
22 Jul, 2020 (Tentative)
Result | Mode: Online
23 Jul, 2020 - 09 Aug, 2020 (Tentative)
Counselling | Mode: Offline and Online
Gujarat PGCET 2020 Eligibility Criteria
Gujarat PGCET Civil Engineering Eligibility Criteria
ACPC prescribed parameters which candidates applying will have to fulfill is the eligibility criteria of Gujarat PGCET 2020. Candidates who will fail to match Gujarat PGCET 2020 eligibility criteria will have their application forms rejected.
According to Gujarat PGCET eligibility criteria 2020, candidates should have:
- Passed the qualifying exam in the relevant B.Tech discipline (mentioned in the table below) with 50% marks (45% for SC/ST/SEBC candidates)
- Secured qualifying marks in GATE in the relevant discipline for engineering
Discipline wise eligibility
| S.No. | Name of the discipline | Eligibility | Course/ Specialisation |
| 1 | Civil Engineering | Candidates need to have completed B.E./ B.Tech In Civil Engineering or Irrigation and Water Management or equivalent qualification with minimum 50% marks in the qualifying examination (45% for SC/ST/SEBC candidates)
| Water Resources Management |
| Water Resources Engineering | |||
| Hydraulic Structures | |||
| Irrigation and Water Management | |||
| Water Resources Engineering and Management | |||
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| Candidates must have completed B.E./B.Tech. in Civil Engineering or equivalent qualification with minimum 50% marks in the qualifying examination (45% for SC/ST/SEBC candidates) | Transportation Engineering |
| Transportation System Engineering | |||
| Highway and Transportation Engineering | |||
| Structural Engineering | |||
| Structural Design | |||
| Computer Aided Structural Analysis & design | |||
| Fracture Mechanics | |||
| Geotechnical Engineering | |||
| Soil Engineering | |||
| Construction Engineering and Management | |||
| Civil Engineering | |||
| Infrastructure Engineering | |||
| Computer-aided design of Structures | |||
| Town and Country Planning | |||
| Construction Project Management | |||
| Remote Sensing & GIS | |||
| Infrastructure Engineering & Technology |
Gujarat PGCET Mechanical Engineering Eligibility Criteria
ACPC prescribed parameters which candidates applying will have to fulfil is the eligibility criteria of Gujarat PGCET 2020. Candidates who will fail to match Gujarat PGCET 2020 eligibility criteria will have their application forms rejected.
According to Gujarat PGCET eligibility criteria 2020, candidates should have:
- Passed the qualifying exam in the relevant B.Tech discipline (mentioned in the table below) with 50% marks (45% for SC/ST/SEBC candidates)
- Secured qualifying marks in GATE in the relevant discipline for engineering
Discipline wise eligibility
| S.No. | Name of the discipline | Eligibility | Course/ Specialisation |
| 1 | Mechanical Engineering | Candidates should have done B.E./B.Tech. in Mechanical Engineering or Production Engineering or Mechatronics Engineering or Industrial Engineering or Automobile Engineering or equivalent qualification with minimum 50% marks in the qualifying exam (45% for SC/ST/SEBC candidates) | CAD/CAM |
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| Candidates need to have done B.E./B.Tech. in Mechanical Engineering or Production Engineering or Mechatronics Engineering or Industrial Engineering or Manufacturing Engineering or equivalent qualification with minimum 50% marks in the qualifying exam (45% for SC/ST/SEBC candidates) | Advance Manufacturing Techniques/Systems |
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| Candidates applying must have done B.E./B.Tech. in Mechanical Engineering or Production Engineering or Mechatronics Engineering or Industrial Engineering or equivalent qualification with minimum 0% marks in the qualifying exam (45% for SC/ST/SEBC candidates) | Computer-aided Analysis & Design |
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| Candidates must have done B.E./B.Tech. in Mechanical Engineering or Production Engineering or Automobile Engineering or Industrial Engineering or Mechatronics Engineering or Marine Engineering or equivalent qualification with minimum 50% marks in the qualifying exam (45% for SC/ST/SEBC candidates) | Machine Design |
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| Candidates should have done B.E./B.Tech in Mechanical Engineering or Automobile Engineering or Marine Engineering or equivalent qualification with minimum 50% marks in the qualifying exam (45% for SC/ST/SEBC candidates) | Internal Combustion Engines and Automobile |
| Automobile Engineering/ Technology | |||
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| Candidates need to have done B.E./B.Tech. in Mechanical Engineering or equivalent qualification with minimum 50% marks in the qualifying exam (45% for SC/ST/SEBC candidates) | Cryogenics |
| Infrastructure Engineering & Technology | |||
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| Those who are applying must have done B.E./B.Tech. in Mechanical Engineering or Automobile Engineering or Aeronautical Engineering or equivalent qualification with minimum 50% marks in the qualifying exam (45% for SC/ST/SEBC candidates) | Jet Propulsion and Gas Turbine |
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| Candidates need to have completed B.E./B.Tech. in Mechanical Engineering or Production Engineering or Automobile Engineering or Industrial Engineering or Marine Engineering or equivalent qualification with minimum 50% marks in the qualifying exam (45% for SC/ST/SEBC candidates) | Energy Engineering |
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| Candidates should have completed B.E./ B.Tech. in Mechanical Engineering or Production Engineering or Automobile Engineering or Industrial Engineering or Marine Engineering or Manufacturing Engineering or equivalent qualification with minimum 50% marks in the qualifying exam (45% for SC/ST/SEBC candidates) | Production Engineering |
| Manufacturing Engineering | |||
| Mechanical (Production) | |||
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| To be eligible, candidates need to have done their B.E./B.Tech. in Mechanical Engineering or Marine Engineering or Automobile Engineering or equivalent qualification with minimum 50% marks in the qualifying exam (45% for SC/ST/SEBC candidates) | Thermal Science/Engineering |
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| Candidates should have done B.E./B.Tech in Mechanical Engineering or Marine Engineering or equivalent qualification with minimum 50% marks in the qualifying exam (45% for SC/ST/SEBC candidates) | Thermal and Fluid Engineering |
| Thermal System and Design | |||
|
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| Candidates need to have completed B.E./ B.Tech. in Mechanical Engineering or Production Engineering or equivalent qualification with minimum 50% marks in the qualifying exam (45% for SC/ST/SEBC candidates) | Mechanical Engineering |
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| Candidates should have completed B.E./B.Tech. in Industrial Engineering or Mechanical Engineering or Production Engineering or Mechatronics Engineering or Automobile Engineering or Aeronautical Engineering or equivalent qualification with minimum 50% marks in the qualifying exam (45% for SC/ST/SEBC candidates) | Industrial Engineering |
Gujarat PGCET Electrical Engineering Eligibility Criteria
ACPC prescribed parameters which candidates applying will have to fulfil is the eligibility criteria of Gujarat PGCET 2020. Candidates who will fail to match Gujarat PGCET 2020 eligibility criteria will have their application forms rejected.
According to Gujarat PGCET eligibility criteria 2020, candidates should have:
- Passed the qualifying exam in the relevant B.Tech discipline (mentioned in the table below) with 50% marks (45% for SC/ST/SEBC candidates)
- Secured qualifying marks in GATE in the relevant discipline for engineering
Discipline wise eligibility
| S.No. | Name of the discipline | Eligibility | Course/ Specialisation |
| 1 | Electrical Engineering | Candidates must have done B.E./B.Tech. in Electrical Engineering or equivalent qualification with minimum 50% marks in the qualifying examination (45% for SC/ST/SEBC candidates) | Automation and Control / Power Systems |
| High Voltage & Power system Engineering | |||
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| Candidates should have completed B.E./B.Tech. in Electrical Engineering or Electronics Engineering or Electronics and Communication or Electronics and Telecommunication Engineering or Instrumentation and control Engineering or Bio-medical Engineering or Mechatronics Engineering or equivalent qualification with minimum 50% marks in the qualifying examination (45% for SC/ST/SEBC candidates) | Automatic Control and Robotics |
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| Candidates need to have completed B.E./B.Tech. in Electrical Engineering or equivalent qualification with minimum 50% marks in the qualifying examination (45% for SC/ST/SEBC candidates) | Electrical Power Engineering |
| Electrical Engineering | |||
| Infrastructure Engineering & Technology | |||
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| Candidates should have done B.E./B.Tech. In Electrical Engineering or Electronics Engineering or Electronics and Communication Engineering or Electronics and Telecommunication Engineering or Instrumentation and control Engineering or Electrical and Electronics Engineering or Power Electronics Engineering or equivalent qualification with minimum 50% marks in the qualifying examination (45% for SC/ST/SEBC candidates) | Industrial Electronics |
| Power Electronics and Electrical Drives | |||
| Electrical Drives & Control | |||
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| Candidates applying must have completed B.E./B.Tech. in Electrical Engineering or Electronics Engineering or Electronics and Communication Engineering or Electronics and Telecommunication Engineering or Instrumentation and Control Engineering or equivalent qualification with minimum 50% marks in the qualifying examination (45% for SC/ST/SEBC candidates) | Microprocessor System and Application |
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| Candidates need to have completed B.E./ B.Tech. in Power Electronics or Electronics Engineering or Electronics and Communication Engineering or Electrical Engineering or Industrial Electronics Engineering or equivalent qualification with minimum 50% marks in the qualifying examination (45% for SC/ST/SEBC candidates) | Power Electronics |
Gujarat PGCET Electronics and Communication Eligibility Criteria
ACPC prescribed parameters which candidates applying will have to fulfil is the eligibility criteria of Gujarat PGCET 2020. Candidates who will fail to match Gujarat PGCET 2020 eligibility criteria will have their application forms rejected.
According to Gujarat PGCET eligibility criteria 2020, candidates should have:
- Passed the qualifying exam in the relevant B.Tech discipline (mentioned in the table below) with 50% marks (45% for SC/ST/SEBC candidates)
- Secured qualifying marks in GATE in the relevant discipline for engineering
Discipline wise eligibility
| S.No. | Name of the discipline | Eligibility | Course/ Specialisation |
| 1 | Electronics and Communication | To be eligible, candidates must have completed B.E./ B.Tech. In Electronics and Communication Engineering or Electronics and Telecommunication or Electronics Engineering or Information and Communication technology or equivalent qualification with minimum 50% marks in the qualifying examination (45% for SC/ST/SEBC candidates) | Electronics and Communication Engineering |
| Electronics and Communication Systems Engineering | |||
| Communication Systems Engineering | |||
| Communication Digital Communication | |||
| Wireless Communication System and Network | |||
| Signal Processing and VLSI Technology | |||
| Embedded System Technology | |||
| Wireless Communication Technology | |||
| VLSI and Embedded System | |||
| VLSI and Embedded System Design | |||
| Microelectronics & VLSI design | |||
| VLSI system design | |||
| Signal Processing and Communications |
Gujarat PGCET Instrumentation and Engineering Eligibility Criteria
ACPC prescribed parameters which candidates applying will have to fulfil is the eligibility criteria of Gujarat PGCET 2020. Candidates who will fail to match Gujarat PGCET 2020 eligibility criteria will have their application forms rejected.
According to Gujarat PGCET eligibility criteria 2020, candidates should have:
- Passed the qualifying exam in the relevant B.Tech discipline (mentioned in the table below) with 50% marks (45% for SC/ST/SEBC candidates)
- Secured qualifying marks in GATE in the relevant discipline for engineering
Discipline wise eligibility
| S.No. | Name of the discipline | Eligibility | Course/ Specialisation |
| 1 | Instrumentation and Control Engineering | Candidates need to have completed B.E./ B.Tech. in Instrumentation and Control Engineering or Power Electronics Engineering or Electronics and Communication Engineering or Electronics and Telecommunication Engineering or equivalent qualification with minimum 50% marks in the qualifying examination (45% SC/ST/SEBC candidates) | Applied Instrumentation |
| Instrumentation and Control Engineering | |||
| Process Control & Instrumentation |
Gujarat PGCET Chemical Engineering Eligibility Criteria
ACPC prescribed parameters which candidates applying will have to fulfil is the eligibility criteria of Gujarat PGCET 2020. Candidates who will fail to match Gujarat PGCET 2020 eligibility criteria will have their application forms rejected.
According to Gujarat PGCET eligibility criteria 2020, candidates should have:
- Passed the qualifying exam in the relevant B.Tech discipline (mentioned in the table below) with 50% marks (45% for SC/ST/SEBC candidates)
- Secured qualifying marks in GATE in the relevant discipline for engineering
Discipline wise eligibility
| S.No. | Name of the discipline | Eligibility | Course/ Specialisation |
| 1 | Chemical Engineering | Candidates should have completed B.E./B.Tech. in Chemical Engineering/ Technology or Petroleum and Petrochemical Technology or Rubber Technology or Plastic Technology or Biotechnology or equivalent qualification with minimum 50% marks in the qualifying examination (45% for SC/ST/SEBC candidates) | Computer Aided Process Design |
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| Candidates must have completed B.E./ B.Tech. in Chemical Engineering/ Technology or Polymer Engineering or Rubber Technology or Plastic Technology or Biotechnology or equivalent qualification minimum 50% marks in the qualifying examination (45% for SC/ST/SEBC candidates) | Polymer Technology |
| Plastics Engineering | |||
| Rubber Technology | |||
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| Candidates need to have completed B.E./ B.Tech. in Chemical Engineering/ Technology or Petroleum & Petrochemical Technology or Biotechnology or equivalent qualification with minimum 50% marks in the qualifying examination (45% for SC/ST/SEBC candidates) | Petrochemical Engineering |
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| Candidates should have done B.E./ B.Tech. in Chemical Engineering/ Technology or Petroleum & Petrochemical Technology or Biotechnology or Environment Science & Technology or equivalent qualification with minimum 50% marks in the qualifying examination (45% for SC/ST/SEBC candidates) | Chemical Engineering |
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| Candidates should have completed B.E./ B.Tech. in Chemical Engineering/ Technology or Biotechnology or equivalent qualification with minimum 50% marks in the qualifying examination (45% for SC/ST/SEBC candidates) | Surface Science and Nanotechnology |
Gujarat PGCET Environment Engineering Eligibility Criteria
ACPC prescribed parameters which candidates applying will have to fulfil is the eligibility criteria of Gujarat PGCET 2020. Candidates who will fail to match Gujarat PGCET 2020 eligibility criteria will have their application forms rejected.
According to Gujarat PGCET eligibility criteria 2020, candidates should have:
- Passed the qualifying exam in the relevant B.Tech discipline (mentioned in the table below) with 50% marks (45% for SC/ST/SEBC candidates)
- Secured qualifying marks in GATE in the relevant discipline for engineering
Discipline wise eligibility
| S.No. | Name of the discipline | Eligibility | Course/ Specialisation |
| 1 | Environment Engineering | To be eligible, candidates need to have completed B.E./ B.Tech. in Environment Engineering or Civil Engineering or Chemical Engineering/ Technology or Biotechnology or Environment Science & Technology/ Engineering or equivalent qualification with minimum 50% (45% for SC/ST/SEBC candidates) marks in the qualifying examination. | Environment Management |
| Environmental Engineering |
Gujarat PGCET Metallurgy Eligibility Criteria
ACPC prescribed parameters which candidates applying will have to fulfil is the eligibility criteria of Gujarat PGCET 2020. Candidates who will fail to match Gujarat PGCET 2020 eligibility criteria will have their application forms rejected.
According to Gujarat PGCET eligibility criteria 2020, candidates should have:
- Passed the qualifying exam in the relevant B.Tech discipline (mentioned in the table below) with 50% marks (45% for SC/ST/SEBC candidates)
- Secured qualifying marks in GATE in the relevant discipline for engineering
Discipline wise eligibility
| S.No. | Name of the discipline | Eligibility | Course/ Specialisation |
| 1 | Metallurgy | Candidates need to have completed B.E./ B.Tech. in Metallurgy or Metallurgy and Materials Engineering or Mechanical Engineering or Production Engineering or equivalent qualification with minimum 50% (45% for SC/ST/SEBC candidates) marks in the qualifying examination | Materials Technology |
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| Candidates should have done B.E./ B.Tech. in Metallurgy or Metallurgy and Materials Engineering or equivalent qualification with minimum 50% (45% for SC/ST/SEBC candidates) marks in the qualifying examination | Industrial Metallurgy |
Gujarat PGCET Textile Engineering Eligibility Criteria
ACPC prescribed parameters which candidates applying will have to fulfil is the eligibility criteria of Gujarat PGCET 2020. Candidates who will fail to match Gujarat PGCET 2020 eligibility criteria will have their application forms rejected.
According to Gujarat PGCET eligibility criteria 2020, candidates should have:
- Passed the qualifying exam in the relevant B.Tech discipline (mentioned in the table below) with 50% marks (45% for SC/ST/SEBC candidates)
- Secured qualifying marks in GATE in the relevant discipline for engineering
Discipline wise eligibility
| S.No. | Name of the discipline | Eligibility | Course/ Specialisation |
| 1 | Textile Engineering | Candidates should have done B.E./ B.Tech. in Textile Technology or Textile Engineering or Textile Processing or equivalent qualification with minimum 50% (45% for SC/ST/SEBC candidates) marks in the qualifying examination | Man-Made Textile |
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| Candidates must have completed B.E./ B.Tech in Textile Chemistry Fibre Technology or Wet Processing or Textile Processing or equivalent qualification with minimum 50% (45% for SC/ST/SEBC candidates) marks in the qualifying examination | Textile Chemical Processing |
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| Candidates need to have done B.E./ B.Tech. in Textile Technology or Textile Engineering or Textile Processing or Jute and Fibre Technology or Textile Manufacturing or Textile Maintenance or equivalent qualification with minimum 50% (45% for SC/ST/SEBC candidates) marks in the qualifying examination | Textile Engineering/Technology |
Gujarat PGCET Computer Engineering and Information Technology Eligibility Criteria
ACPC prescribed parameters which candidates applying will have to fulfil is the eligibility criteria of Gujarat PGCET 2020. Candidates who will fail to match Gujarat PGCET 2020 eligibility criteria will have their application forms rejected.
According to Gujarat PGCET eligibility criteria 2020, candidates should have:
- Passed the qualifying exam in the relevant B.Tech discipline (mentioned in the table below) with 50% marks (45% for SC/ST/SEBC candidates)
- Secured qualifying marks in GATE in the relevant discipline for engineering
Discipline wise eligibility
| S.No. | Name of the discipline | Eligibility | Course/ Specialisation |
| 1 | Computer Engineering and Information Technology | Candidates should have completed their B.E./ B.Tech. in Computer Engineering/Technology or Computer Science and Engineering or Information Technology Engineering or Information and Communication technology or equivalent qualification with minimum 50% (45% for SC/ST/SEBC candidates) marks in the qualifying examination | Computer Engineering |
| Computer Science and Technology/Engineering | |||
| Information Technology | |||
| Wireless and Mobile Computing | |||
| IT Systems and Network Security | |||
| Information and Cyber warfare | |||
| Cyber Security | |||
| Software Engineering | |||
| Data Science & Analytics | |||
| High performance computing |
Gujarat PGCET Biomedical Engineering Eligibility Criteria
ACPC prescribed parameters which candidates applying will have to fulfil is the eligibility criteria of Gujarat PGCET 2020. Candidates who will fail to match Gujarat PGCET 2020 eligibility criteria will have their application forms rejected.
According to Gujarat PGCET eligibility criteria 2020, candidates should have:
- Passed the qualifying exam in the relevant B.Tech discipline (mentioned in the table below) with 50% marks (45% for SC/ST/SEBC candidates)
- Secured qualifying marks in GATE in the relevant discipline for engineering
Discipline wise eligibility
| S.No. | Name of the discipline | Eligibility | Course/ Specialisation |
| 1 | Bio-medical Engineering | Candidates applying must have completed B.E./ B.Tech. in Bio-medical Engineering or Bio-medical and Instrumentation Engineering or Instrumentation & Control Engineering or equivalent qualification with minimum 50% (45% for SC/ST/SEBC candidates) marks in the qualifying examination | Bio-medical Instrumentation |
Gujarat PGCET Mechatronics Engineering Eligibility Criteria
ACPC prescribed parameters which candidates applying will have to fulfil is the eligibility criteria of Gujarat PGCET 2020. Candidates who will fail to match Gujarat PGCET 2020 eligibility criteria will have their application forms rejected.
According to Gujarat PGCET eligibility criteria 2020, candidates should have:
- Passed the qualifying exam in the relevant B.Tech discipline (mentioned in the table below) with 50% marks (45% for SC/ST/SEBC candidates)
- Secured qualifying marks in GATE in the relevant discipline for engineering
Discipline wise eligibility
| S.No. | Name of the discipline | Eligibility | Course/ Specialisation |
| 1 | Mechatronics Engineering | Candidates must have completed B.E./ B.Tech. in Mechatronics Engineering or Mechanical Engineering or Electronics and Communication Engineering or Electronics and Telecommunication or Electronics Engineering or equivalent qualification with minimum 50% (45% for SC/ST/SEBC candidates) marks in the qualifying examination | Mechatronics Engineering |
Gujarat PGCET Networking Communication and Web Technology Eligibility Criteria
ACPC prescribed parameters which candidates applying will have to fulfil is the eligibility criteria of Gujarat PGCET 2020. Candidates who will fail to match Gujarat PGCET 2020 eligibility criteria will have their application forms rejected.
According to Gujarat PGCET eligibility criteria 2020, candidates should have:
- Passed the qualifying exam in the relevant B.Tech discipline (mentioned in the table below) with 50% marks (45% for SC/ST/SEBC candidates)
- Secured qualifying marks in GATE in the relevant discipline for engineering
Discipline wise eligibility
| S.No. | Name of the discipline | Eligibility | Course/ Specialisation |
| 1 | Networking, Communication and Web Technology | Candidates must have completed B.E./ B.Tech. in Computer Engineering/ Technology or Computer Science and Engineering or Information Technology or Electronics and Communication Engineering or equivalent qualification with minimum 50% (45% for SC/ST/SEBC candidates) marks in the qualifying examination. | Networking and Communication |
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| Candidates need to have done their B.E./ B.Tech. in Computer Engineering/ Technology or Computer Science and Engineering or Information Technology or equivalent qualification with minimum 50% (45% for SC/ST/SEBC candidates) marks in the qualifying examination. | Web Technology |
Mode of Application : Online and Offline
Mode of Payment : Other
The application form of Gujarat PGCET 2020 will be released in online mode tentatively in the final week of June.
It is to be noted that both GATE/ GPAT qualified candidates and non-GATE/ GPAT candidates will have to apply to be considered for admission.
Candidates will have to follow the steps given below to fill and complete Gujarat PGCET 2020 application form:
Step 1 – Purchasing PIN Cover: Candidates will have to purchase a PIN cover containing User ID and 14 digit PIN from the designated branches of ICICI Bank. While purchasing the PIN, candidates will have to pay Rs 500.
Step 2 – Online Registration: For registration, candidates will have to log in using their received User ID and PIN and fill in their personal, academic, and communication details as required. Candidates also have to select one exam centre out of the four options available. Following it, candidates will have to create a password and upload a recent color passport size photograph in jpg/png/bmp format for maximum 20 KB.
Step 3 - Verification & Submission of form: Candidates will have to verify all the details provided and accept the declaration given, if satisfied. Candidates will have to submit the form if details are satisfactory. After submission of the application form, a unique registration number for a particular discipline will be generated on the screen and candidates will have to remember it. Candidates will be required to confirm the registration number and take at least two printouts of the filled application form for future references.
Step 4 - Help Desk: Candidates will have to collect their acknowledgement slip cum Hall Ticket for Gujarat PGCET 2020 from the designated help centres. For this, they will be required to carry their original documents at the help centres for verification.
Step 5 - Reporting at Help centre at L. D. College of Engineering, Ahmedabad: Candidates falling under following class/ category will have to get their documents verified at Help centre at L. D. College of Engineering, Ahmedabad only :
- All qualified candidates of GATE
- All sponsored candidates
- All candidates from outside Gujarat*
*Outside candidates means those candidates who have completed their 10+2 in Science / Diploma Engineering and B.E./ B.Tech./ from schools/ institute/ universities situated outside Gujarat state.
Application Fees
| Category | Quota | Mode | Gender | Amount |
|---|---|---|---|---|
| OBC, SC, ST, General | PWD | Online, Offline | Male, Female, Transgender | ₹ 500 |
| OBC, SC, ST, General | Online, Offline | Male, Female, Transgender | ₹ 500 |
Gujarat PGCET 2020 Syllabus
Gujarat PGCET Civil Engineering Syllabus
Engineering mathematics
Engineering mathematics: Unit 01
Linear algebra |
|---|
| Matrix algebra |
| Systems of linear equations |
| Eigen values and Eigen vectors |
Calculus |
|---|
| Functions of single variable |
| Limit |
| Continuity and differentiability |
| Mean value theorems |
| Evaluation of definite and improper integrals |
| Partial derivatives |
| Total derivative |
| Maxima and minima |
| Gradient |
| Gradient, divergence and curl |
| Vector identities |
| Directional derivatives |
| Line |
| Line, surface & volume integrals |
| Stokes, Gauss and Green’s theorems |
| Gauss and Green's theorems |
Differential equations |
|---|
| First order equations |
| Higher order linear differential equations with constant coefficients |
| Cauchy's and Euler's equations |
| Initial and boundary value problems |
| Laplace transforms |
| Solutions of one dimensional heat and wave equations and Laplace equation |
Complex variables |
|---|
| Analytic functions |
| Cauchy's integral theorem |
| Taylor and Laurent series |
Probability and Statistics |
|---|
| Definitions of probability and sampling theorems |
| Conditional probability |
| Mean |
| Median |
| Mean, median, mode & standard deviation |
| Random variables |
| Poisson, normal & binomial distributions |
| Normal and binomial distributions |
Numerical methods |
|---|
| Numerical solutions of linear and non -linear algebraic equations integration by trapezoidal and simpson’s rule |
| Single and multi-step methods for differential equations |
Structural engineering
Structural engineering: Unit 01
Mechanics |
|---|
| Bending moment and shear force in statically determinate beams |
| Simple stress and strain relationship |
| Stress and strain in two dimensions |
| Principal stresses |
| Stress transformation |
| Mohr's circle |
| Simple bending theory |
| Flexural and shear stresses |
| Unsymmetrical bending |
| Shear centre |
| Thin walled pressure vessels |
| Uniform torsion |
| Buckling of column |
| Combined and direct bending stresses |
Structural analysis |
|---|
| Analysis of statically determinate trusses |
| Arches |
| Beams |
| Cables and frames |
| Displacements in statically determinate structures and analysis of statically indeterminate structures by force/ energy methods |
| Influence lines for determinate and indeterminate structures |
| Basic concepts of matrix methods of structural analysis |
Concrete structures |
|---|
| Concrete technology |
| Properties of concrete and basics of mix design |
| Concrete designbasic |
| Basic working stress and limit state design concepts |
| Analysis of ultimate load capacity and design of members subjected to flexure |
| Shear, compression and torsion by limit state methods |
| Basic elements of prestressed concrete |
| Analysis of beam sections at transfer and service loads |
Steel structures |
|---|
| Analysis and design of tension and compression members |
| Beams and beam |
| Columns and column bases |
| Simple and eccentric of connections |
| Beam-column connections |
| Plate girders and trusses |
| Plastic analysis of beams |
Geotechnical engineering
Geotechnical engineering: Unit 01
Soil mechanics |
|---|
| Origin of soils |
| Soil classification |
| Three-phase system |
| Fundamental definitions |
| Relationship and interrelationships |
| Permeability and seepage |
| Effective stress principle |
| Consolidation |
| Compaction |
| Shear strength |
Foundation engineering |
|---|
| Scope of sub surface investigations |
| Drilling bore holes |
| Sampling |
| Penetration tests |
| Plate load test |
| Earth pressure theories |
| Effect of water table |
| Layered soils |
| Stability of slopes |
| Infinite slopes and finite slopes |
| Foundation types |
| Foundation design requirements |
| Shallow foundations |
| Bearing capacity |
| Effect of shape |
| Water table and other factors |
| Stress distribution |
| Settlement analysis in sands and clays |
| Deep foundation spile types |
| Dynamic and static formulae |
| Load capacity of piles in sands and clays |
| Negative skin friction |
Water resources engineering
Water resources engineering: Unit 01
Fluid mechanics and hydraulics |
|---|
| Properties of fluids |
| Principle of conservation of mass |
| Momentum, energy and corresponding equations |
| Potential flow |
| Applications of momentum and Bernoulli’s equation |
| Laminar and turbulent flow |
| Flow in pipes |
| Pipe networks |
| Concept of boundary layer and its growth |
| Uniform flow |
| Critical flow and gradually varied flow in channels |
| Specific energy concept |
| Hydraulic jump |
| Forces on immersed bodies |
| Flow measurements in channels |
| Tanks and pipes |
| Dimensional analysis and hydraulic modeling |
| Kinematics of flow |
| Velocity triangles and specific speed of pumps and turbines |
Hydrology |
|---|
| Hydrologic cycle |
| Rainfall and its measurement |
| Evaporation |
| Infiltration |
| Stage discharge relationships |
| Unit hydrographs |
| Flood estimation |
| Reservoir capacity |
| Reservoir and channel routing |
| Well hydraulics |
Irrigation |
|---|
| Duty |
| Delta |
| Estimation of evapo transpiration |
| Crop water requirements |
| Design of lined and unlined canals |
| Canal regulation structure |
| Waterways |
| Head works |
| Gravity dams |
| Earthen dam and spillways |
| Design of weirs on permeable foundation |
| Types of irrigation system |
| Irrigation methods |
| Water logging and drainage |
| Sodic soils |
Environmental engineering
Environmental engineering: Unit 01
Water requirements |
|---|
| Quality standards |
| Basic unit processes and operations for water treatment |
| Drinking water standards |
| Water requirements |
| Basic unit operations and unit processes for surface water treatment |
| Distribution of water |
| Sewage and sewerage treatment |
| Quantity and characteristics of waste water |
| Primary and secondary are tertiary treatment of wastewater |
| Sludge disposa |
| Effluent discharge standards |
| Domestic waste water treatment |
| Quantity of characteristics of domestic waste water |
| Primary and secondary treatment |
| Unit operations and unit processes of domestic waste water |
| Sludge disposal |
Air pollution |
|---|
| Types of pollutants and their sources and impacts |
| Air pollution meteorology |
| Air pollution control |
| Air quality standards and limits |
Municipal solid wastes |
|---|
| Characteristics |
| Generation |
| Generation, collection and transportation of solid wastes |
| Engineered systems for solid waste management |
Noise pollution |
|---|
| Impacts of noise |
| Permissible limits of noise pollution |
| Measurement of noise and control of noise pollution |
Transportation engineering
Transportation engineering: Unit 01
Highway planning |
|---|
| Geometric design of highways |
| Testing and specifications of paving materials |
| Design of flexible and rigid pavements |
Traffic engineering |
|---|
| Traffic characteristics |
| Theory of traffic flow |
| Intersection design |
| Traffic signs and signal design |
| Highway capacity |
Basic concept on airport planning |
|---|
| Runway design |
| Harbour and railway |
Surveying |
|---|
| Importance of surveying |
| Principles and classifications |
| Mapping concepts |
| Coordinate system |
| Map projections |
| Measurements of distance and directions |
| Leveling |
| Theodolite traversing |
| Plane table surveying |
| Errors and adjustments |
| Curves |
Gujarat PGCET Mechanical Engineering Syllabus
Engineering mathematics
Engineering mathematics: Unit 01
Linear algebra |
|---|
| Matrix algebra |
| Systems of linear equations |
| Eigen values and Eigen vectors |
Calculus |
|---|
| Functions of single variable |
| Limit |
| Continuity and differentiability |
| Mean value theorems |
| Evaluation of definite and improper integrals |
| Partial derivatives |
| Total derivative |
| Maxima and minima |
| Gradient |
| Gradient, divergence and curl |
| Vector identities |
| Directional derivatives |
| Line |
| Line, surface & volume integrals |
| Stokes, Gauss and Green’s theorems |
| Gauss and Green's theorems |
Differential equations |
|---|
| First order equations |
| Higher order linear differential equations with constant coefficients |
| Cauchy's and Euler's equations |
| Initial and boundary value problems |
| Laplace transforms |
| Solutions of one dimensional heat and wave equations and Laplace equation |
Complex variables |
|---|
| Analytic functions |
| Cauchy's integral theorem |
| Taylor and Laurent series |
Probability and Statistics |
|---|
| Definitions of probability and sampling theorems |
| Conditional probability |
| Mean |
| Median |
| Mean, median, mode & standard deviation |
| Random variables |
| Poisson, normal & binomial distributions |
| Normal and binomial distributions |
Numerical methods |
|---|
| Numerical solutions of linear and non -linear algebraic equations integration by trapezoidal and simpson’s rule |
| Single and multi-step methods for differential equations |
Applied mechanics and design
Applied mechanics and design: Unit 01
Engineering mechanics |
|---|
| Free body diagrams and equilibrium |
| Trusses and frames |
| Virtual work |
| Kinematics and dynamics of particles and of rigid bodies in plane motion |
| Including impulse and momentum and energy formulations and impact |
Strength of materials |
|---|
| Stress and strain |
| Stress-strain relationship and elastic constants |
| Mohr's circle for plane stress and plane strain |
| Thin cylinders |
| Shear force and bending moment diagrams |
| Bending and shear stresses |
| Deflection of beams |
| Torsion of circular shafts |
| Euler's theory of columns |
| Strain energy methods |
| Thermal stresses |
Theory of machines |
|---|
| Displacement, velocity and acceleration analysis of plane mechanisms |
| Dynamic analysis of slider-crank mechanism |
| Gear trains |
| Flywheels |
Vibrations |
|---|
| Free and forced vibration of single degree of freedom systems |
| Effect of damping |
| Vibration isolation |
| Resonance |
| Critical speeds of shafts |
Design |
|---|
| Design for static and dynamic loading |
| Failure theories, Mohr’s circle(stress), deflection of beams |
| Fatigue strength and the S-N diagram |
| Principles of the design of machine elements such as bolted |
| Riveted and welded joints |
| Shafts |
| Spur gears |
| Rolling and sliding contact bearings |
| Brakes and clutches |
Balancing of machines |
|---|
| Reciprocating and rotary masses |
| Inline engine |
| V-engine |
Fluid mechanics and thermal sciences
Fluid mechanics and thermal sciences: Unit 01
Fluid mechanics |
|---|
| Fluid properties |
| Fluid statics |
| Manometry |
| Buoyancy |
| Control-volume analysis of mass |
| Momentum and energy |
| Fluid acceleration |
| Differential equations of continuity and momentum |
| Bernoulli's equation |
| Viscous flow of incompressible fluids |
| Boundary layer |
| Elementary turbulent flow |
| Flow through pipes |
| Head losses in pipes and bends |
Heat-transfer |
|---|
| Modes of heat transfer |
| One dimensional heat conduction |
| Resistance concept |
| Electrical analogy |
| Unsteady heat conduction |
| Fins |
| Dimensionless parameters in free and forced convective heat transfer |
| Various correlations for heat transfer in flow over flat plates and through pipes |
| Thermal boundary layer |
| Effect of turbulence |
| Radiative heat transfer |
| Black and grey surfaces |
| Shape factors |
| Network analysis |
| Heat exchanger performance |
| LMTD and NTU methods |
Thermodynamics |
|---|
| Zeroth, first and second laws of thermodynamics |
| Thermodynamic system and processes |
| Carnot cycle |
| Irreversibility and availability |
| Behaviour of ideal and real gases |
| Properties of pure substances |
| Calculation of work and heat in ideal processes |
| Analysis of thermodynamic cycles related to energy conversion |
Applications
Applications: Unit 01
Power engineering |
|---|
| Steam Tables |
| Rankine |
| Brayton cycles with regeneration and reheat |
I.C. Engine |
|---|
| Air standard Otto |
| Diesel cycles |
Refrigeration and air-conditioning |
|---|
| Vapour refrigeration cycle |
| Heat pumps |
| Gas refrigeration |
| Reverse Brayton cycle |
| Moist air |
| Psychrometric chart |
| Basic psychrometric processes |
Turbomachinery |
|---|
| Pelton-wheel |
| Francis and kaplan turbines |
| Impulse and reaction principles |
| Velocity diagrams |
Manufacturing and industrial engineering
Manufacturing and industrial engineering: Unit 01
Engineering materials |
|---|
| Structure and properties of engineering materials |
| Heat treatment |
| Stress strain diagrams for engineering materials |
Metal casting |
|---|
| Design of patterns |
| Moulds and cores |
| Solidification and cooling |
| Riser and gating design |
| Design considerations |
Forming |
|---|
| Plastic deformation and yield criteria |
| Fundamentals of hot and cold working processes |
| Load estimation for bulk and sheet metal forming processes |
| Principles of powder metallurgy |
Joining |
|---|
| Physics of welding |
| Brazing and soldering |
| Adhesive bonding |
| Design considerations in welding |
| Arc welding |
| Spot welding |
| Submerged arc welding |
| Tig |
| Mig |
| Gas welding |
Machining and machine tool operations |
|---|
| Mechanics of machining |
| Single and multi-point cutting tools |
| Tool geometry and materials |
| Tool life and wear |
| Economics of machining |
| Principles of non traditional machining processes |
| Principles of work holding |
| Principles of design of jigs and fixtures |
Metrology and inspection |
|---|
| Limits, fits and tolerances |
| Linear and angular measurements |
| Comparators |
| Gauge design |
| Interferometry |
| Form and finish measurement |
| Alignment and testing methods |
| Tolerance analysis in manufacturing and assembly |
Computer integrated manufacturing |
|---|
| Basic concepts of CAD/CAM and their integration tools |
Production planning and control |
|---|
| Forecasting models |
| Aggregate production planning |
| Scheduling |
| Materials requirement planning |
Inventory control |
|---|
| Deterministic and probabilistic models |
| Safety stock inventory control systems |
Operations research |
|---|
| Linear Programming |
| Simplex and duplex method |
| Transportation |
| Assignment |
| Network flow models |
| Simple queuing models |
| PERT and CPM |
Gujarat PGCET Electrical Engineering Syllabus
Engineering mathematics
Engineering mathematics: Unit 01
Linear algebra |
|---|
| Matrix algebra |
| Systems of linear equations |
| Eigen values and Eigen vectors |
Calculus |
|---|
| Functions of single variable |
| Limit |
| Continuity and differentiability |
| Mean value theorems |
| Evaluation of definite and improper integrals |
| Partial derivatives |
| Total derivative |
| Maxima and minima |
| Gradient |
| Gradient, divergence and curl |
| Vector identities |
| Directional derivatives |
| Line |
| Line, surface & volume integrals |
| Stokes, Gauss and Green’s theorems |
| Gauss and Green's theorems |
Differential equations |
|---|
| First order equations |
| Higher order linear differential equations with constant coefficients |
| Cauchy's and Euler's equations |
| Initial and boundary value problems |
| Laplace transforms |
| Solutions of one dimensional heat and wave equations and Laplace equation |
Complex variables |
|---|
| Analytic functions |
| Cauchy's integral theorem |
| Taylor and Laurent series |
Probability and Statistics |
|---|
| Definitions of probability and sampling theorems |
| Conditional probability |
| Mean |
| Median |
| Mean, median, mode & standard deviation |
| Random variables |
| Poisson, normal & binomial distributions |
| Normal and binomial distributions |
Numerical methods |
|---|
| Numerical solutions of linear and non -linear algebraic equations integration by trapezoidal and simpson’s rule |
| Single and multi-step methods for differential equations |
Electrical engineering
Electrical engineering: Unit 01
Electric circuits and fields |
|---|
| Network graph |
| KCL |
| KVL |
| Node and mesh analysis |
| Transient response of DC and AC networks |
| Sinusoidal steady-state analysis resonance |
| Resonance |
| Ideal current and voltage sources |
| Thevenin’s |
| Norton’s and superposition and maximum power transfer theorems |
| Two-port networks |
| Three phase circuits |
| Gauss Theorem |
| Electric field and potential due to point, line, plane and spherical charge distributions |
| Ampere’s and biot savart’s laws |
| Inductance |
| Dielectrics |
| Capacitance |
Electrical machines |
|---|
| Single phase transformer |
| Equivalent circuit |
| Phasor diagram |
| Tests, regulation and efficiency |
| Connections of three phase transformers |
| Parallel operation |
| Auto transformer |
| Energy conversion principles |
| Types of dc machines |
| Windings |
| Generator characteristics |
| Armature reaction and commutation |
| Starting and speed control of motors |
| Principles, types and performance characteristics of three phase induction motors |
| starting and speed control |
| single phase induction motors |
| Performance, regulation and parallel operation of generators |
| Regulation and parallel operation of generators |
| motor starting |
| characteristics and applications |
| Servo and stepper motors |
Power systems |
|---|
| Basic power generation concepts |
| Transmission line models and performance |
| Cable performance |
| Insulation |
| Corona and radio interference |
| Distribution systems |
| Per unit quantities |
| Bus impedance and admittance matrices |
| Load flow |
| Voltage control |
| Power factor correction |
| Economic operation |
| Symmetrical components |
| Fault analysis |
| Principles of over current |
| Differential and distance protection |
| solid state relays and digital protection |
| Circuit breakers |
| System stability concepts |
| Swing curves and equal area criterion |
| HVDC transmission and FACTS concepts |
Control systems |
|---|
| Principles of feedback |
| Transfer function |
| Block diagrams |
| Steady-state errors |
| Routh and Niquist techniques |
| Bode plots |
| Root loci |
Electrical and electronic measurements |
|---|
| Bridges and potentiometers |
| PMMC |
| Moving iron |
| Dynamometer and induction type instruments |
| Measurement of voltage |
| Current |
| Power |
| Energy and power factor |
| Instrument transformers |
| Digital voltmeters and multimeters |
| Phase, time and frequency measurement |
| Q-meters |
| Oscilloscopes |
| Potentiometric recorders |
| Error analysis |
Analog and digital electronics |
|---|
| Characteristics of diodes, BJT, MOSFET |
| BJT |
| FET |
| Amplifiers |
| Biasing, equivalent circuit and frequency response |
| Oscillators and feedback amplifiers |
| Characteristics and applications of operational amplifiers |
| Simple active filters |
| VCOs and timers |
| Combinational logic circuits |
| Schmitt trigger |
| Multivibrators |
| Sample and hold circuits |
| A/D and D/A converters |
| Architecture |
| Programming and interfacing |
Power electronics and drives |
|---|
| Semiconductor power diodes |
| Transistors |
| Thyristors |
| Triacs |
| GTOs |
| MOSFETs and IGBTs |
| Static characteristics and principles of operation |
| Triggering circuits |
| Phase control rectifiers |
| Fully controlled and half controlled of bridge converters |
| Principles of choppers and inverters |
| Basis concepts of adjustable speed dc and ac drives |
Gujarat PGCET Electronics and Communication Syllabus
Engineering mathematics
Engineering mathematics: Unit 01
Linear algebra |
|---|
| Matrix algebra |
| Systems of linear equations |
| Eigen values and Eigen vectors |
Calculus |
|---|
| Functions of single variable |
| Limit |
| Continuity and differentiability |
| Mean value theorems |
| Evaluation of definite and improper integrals |
| Partial derivatives |
| Total derivative |
| Maxima and minima |
| Gradient |
| Gradient, divergence and curl |
| Vector identities |
| Directional derivatives |
| Line |
| Line, surface & volume integrals |
| Stokes, Gauss and Green’s theorems |
| Gauss and Green's theorems |
Differential equations |
|---|
| First order equations |
| Higher order linear differential equations with constant coefficients |
| Cauchy's and Euler's equations |
| Initial and boundary value problems |
| Laplace transforms |
| Solutions of one dimensional heat and wave equations and Laplace equation |
Complex variables |
|---|
| Analytic functions |
| Cauchy's integral theorem |
| Taylor and Laurent series |
Probability and Statistics |
|---|
| Definitions of probability and sampling theorems |
| Conditional probability |
| Mean |
| Median |
| Mean, median, mode & standard deviation |
| Random variables |
| Poisson, normal & binomial distributions |
| Normal and binomial distributions |
Numerical methods |
|---|
| Numerical solutions of linear and non -linear algebraic equations integration by trapezoidal and simpson’s rule |
| Single and multi-step methods for differential equations |
Electronics and communication engineering
Electronics and communication engineering: Unit 01
Network |
|---|
| Network graphs |
| Matrices associated with graphs |
| Incidence |
| Fundamental cut set and fundamental circuit matrices |
| Solution methods |
| Nodal and mesh analysis |
| Network theorems |
| Superposition |
| Thevenin and norton’s maximum power transfer |
| Wye-delta transformation |
| Steady state sinusoidal analysis using phasors |
| Linear constant coefficient differential equations |
| Time domain analysis of simple RLC circuits |
| Solution of network equations using Laplace transform |
| Frequency domain analysis of RLC circuits |
| 2-port network parameters |
| Driving point and transfer functions |
| State equations for networks |
Electronic devices |
|---|
| Energy bands in silicon |
| Intrinsic and extrinsic silicon |
| Carrier transport in silicon |
| Diffusion current |
| Drift current |
| Mobility and resistivity |
| Generation and recombination of carriers |
| P-N junction diode |
| Zener diode |
| Tunnel diode |
| BJT |
| JFET |
| MOS capacitor |
| MOSFET |
| LED |
| P-i-n and avalanche photo diode |
| Basics of LASERs |
| Device technology |
| Integrated circuits fabrication process |
| Oxidation |
| Diffusion |
| Ion implantation |
| Photolithography |
| N-tub, p-tub and twintub cmos process |
Analog circuits |
|---|
| Small signal equivalent circuits of diodes |
| Bjts, mosfets and analog cmos |
| Simple diode circuits |
| Clipping |
| Clamping |
| Rectifier |
| Biasing and bias stability of transistor and FET amplifiers |
| Amplifiers |
| Single and multi stage |
| Differential and operational |
| Feedback and power |
| Frequency response of amplifiers |
| Simple op-amp circuits |
| Filters |
| Sinusoidal oscillators |
| Criterion for oscillation |
| Single transistor and op-amp configurations |
| Function generators and waveshaping circuits |
| 555 Timers |
| Power supplies |
Digital circuits |
|---|
| Boolean algebra |
| Minimization of Boolean functions |
| Logic gates |
| Digital ic families |
| Combinatorial circuits of arithmetic circuits |
| Code converters |
| Multiplexers |
| Decoders |
| PROMs and PLAs |
| Sequential circuits |
| Latches and flip flops |
| Counters and shift registers |
| Sample and hold circuits |
| Adcs |
| Dacs |
| Semiconductor memories: RAM, ROM, storage devices, printer, connectors, floppy drives, organization of computer, simple programme |
| Microprocessor 8085 |
| Architecture |
| Programming |
| Memory and i/o interfacing |
Signals and systems |
|---|
| Definitions and properties of Laplace transform |
| Continuous-time and discrete-time fourier series |
| Continuous-time and discrete-time fourier transform |
| DFT and FFT |
| Z transform |
| Sampling theorem |
| Linear time invariant systems |
| Definitions and properties |
| Causality |
| Stability |
| Impulse response |
| Convolution |
| Poles and zeros |
| Parallel and cascade structure |
| Frequency response |
| Group delay |
| Phase delay |
| Signal transmission through LTI systems |
Control systems |
|---|
| Basic control system components |
| Block diagrammatic description |
| Reduction of block diagrams |
| Open loop and closed loop systems and stability analysis of these systems |
| Signal flow graphs and their use in determining transfer functions of systems |
| Transient and steady state analysis of LTI control systems and frequency response |
| Tools and techniques for LTI control system analysis |
| Root loci |
| Routh-hurwitz criterion |
| Bode and Nyquist plots |
Electronic measurements and instrumentation |
|---|
| Basic concepts, standards and error analysis |
| Measurements of basic electrical quantities and parameters |
| Electronic measuring instruments and their principles of working |
| Analog and digital |
| Comparison |
| Characteristics |
| Application |
| Transducers |
| Electronic measurements of non electrical quantities like temperature pressure and humidity etc |
| Basics of telemetry for industrial use |
Electromagnetic |
|---|
| Elements of vector calculus |
| Gradient, divergence and curl |
| Gauss’ and stokes’ theorems |
| Maxwell's equations |
| Differential and integral forms |
| Wave equation |
| Poynting vector |
| Plane waves |
| Propagation through various media |
| Reflection and refraction |
| Phase and group velocity |
| Skin depth |
| Transmission lines |
| Characteristic impedance |
| Impedance transformation |
| Basics of Antennas |
| Dipole antennas |
| Radiation pattern |
| Antenna gain |
Communications |
|---|
| Random signals and noise |
| Probability |
| Random variables |
| Probability Density Function |
| Autocorrelation |
| Power spectral density |
| Analog communication systems |
| Amplitude and angle modulation and demodulation systems |
| spectral analysis of these operations |
| Super heterodyne receivers |
| Elements of hardware |
| Realizations of analog communication systems |
| Signal to noise ratio of calculations for amplitude modulation and frequency modulation for low noise conditions |
| Fundamentals of information theory and channel capacity theorem |
| Digital communication systems |
| Pulse code modulation pcm |
| Differential pulse code modulation dpcm |
| Digital modulation schemes |
| Amplitude, phase and frequency shift keying schemes |
| Matched filter receivers |
| Bandwidth consideration and probability of error calculations for these schemes |
| Basics of TDMA, FDMA and CDMA and GSM |
| Fundamentals of wireless propagation environment |
| Colour tv transmission and reception systems |
| Basics of dth, hdtv, plasma and lcd |
| Optical sources |
| Detectors |
| Fibres |
| Optical network components |
| Optical measurements |
| Basics of optical networks |
Microwave engineering |
|---|
| Microwave tubes and solid state devices |
| Microwave generation and amplifiers |
| Waveguides and other microwave components and circuits |
| Microstrip circuits |
| Microwave antennas |
| Microwave measurements |
| Masers |
| Lasers |
| Microwave propagation |
| Microwave communication systems terrestrial and satellite based |
Computer engineering |
|---|
| Number systems |
| Data representation |
| Programming |
| Elements of a high level programming language c/c++ |
| Use of basic data structures |
| Fundamentals of computer architecture |
| Processor design |
| Control unit design |
| Memory organisation |
| I/o system organization |
| Microprocessors |
| Architecture and instruction set of microprocessors 8085 and 8086 |
| Assembly language programming |
| Microprocessor based system design and typical examples |
| Personal computers and their typical uses |
| Micro controller 8051 family architecture |
| Programming and interface |
Gujarat PGCET Instrumentation and Engineering Syllabus
Engineering mathematics
Engineering mathematics: Unit 01
Linear algebra |
|---|
| Matrix algebra |
| Systems of linear equations |
| Eigen values and Eigen vectors |
Calculus |
|---|
| Functions of single variable |
| Limit |
| Continuity and differentiability |
| Mean value theorems |
| Evaluation of definite and improper integrals |
| Partial derivatives |
| Total derivative |
| Maxima and minima |
| Gradient |
| Gradient, divergence and curl |
| Vector identities |
| Directional derivatives |
| Line |
| Line, surface & volume integrals |
| Stokes, Gauss and Green’s theorems |
| Gauss and Green's theorems |
Differential equations |
|---|
| First order equations |
| Higher order linear differential equations with constant coefficients |
| Cauchy's and Euler's equations |
| Initial and boundary value problems |
| Laplace transforms |
| Solutions of one dimensional heat and wave equations and Laplace equation |
Complex variables |
|---|
| Analytic functions |
| Cauchy's integral theorem |
| Taylor and Laurent series |
Probability and Statistics |
|---|
| Definitions of probability and sampling theorems |
| Conditional probability |
| Mean |
| Median |
| Mean, median, mode & standard deviation |
| Random variables |
| Poisson, normal & binomial distributions |
| Normal and binomial distributions |
Numerical methods |
|---|
| Numerical solutions of linear and non -linear algebraic equations integration by trapezoidal and simpson’s rule |
| Single and multi-step methods for differential equations |
Instrumentation engineering
Instrumentation engineering: Unit 01
Control systems |
|---|
| Feedback principles |
| Signal flow graphs |
| Transient Response |
| Steady-state errors |
| Routh and Nyquist criteria |
| Bode plot |
| Root loci |
| Time delay systems |
| Phase and gain margin |
| State space representation of systems |
| Mechanical |
| Mechanical, hydraulic and pneumatic system components |
| Servo and step motors |
| State variable feedback control |
| Time domain and frequency domain |
| Compensation |
| Non-linear control system |
Process control |
|---|
| On off |
| Cascade |
| P |
| P-i |
| P-i-d |
| Feed forward and derivative controller |
| Plc and dcs |
| Ratio control |
| Heat exchanger |
| Distillation column |
Analytical, optical and biomedical instrumentation |
|---|
| Mass spectrometry |
| UV |
| Visible and IR spectrometry |
| X-ray and nuclear radiation measurements |
| Optical sources and detectors |
| LED |
| Laser |
| Photo-diode |
| Photoresistor and their characteristics |
| Interferometers |
| Applications in metrology |
| Basics of fiber optics |
| Biomedical instruments |
| Eeg |
| Ecg and emg |
| Clinical measurements |
| Ultrasonic transducers and Ultrasonography |
| Principles of Computer Assisted Tomography |
Transducer and measurement |
|---|
| Resistive |
| Capacitive |
| Inductive and piezoelectric transducers and their signal conditioning |
| Measurement of displacement |
| Velocity and acceleration |
| Force |
| Torque |
| Vibration and shock |
| Measurement of pressure |
| Flow |
| Temperature and liquid level |
| Measurement of pH |
| Conductivity |
| Viscosity and humidity |
Circuit theory |
|---|
| Kirchhoff's laws |
| Mesh and nodal analysis |
| Circuit theorems |
| One port and two port Network Functions |
| Static and dynamic characteristics of Measurement Systems |
| Error and uncertainty analysis |
| Statistical analysis of data and curve fitting |
Analog electronics |
|---|
| Characteristics of diode |
| BJT |
| JFET and MOSFET |
| Diode circuits |
| Transistors at low and high frequencies |
| Amplifiers |
| Single and multi stage |
| Feedback amplifiers |
| Op-rational amplifiers |
| Characteristics and circuit configurations |
| Instrumentation amplifier |
| Precision rectifier |
| V-to-i and i-to-v converter |
| Op-amp based active filters |
| Oscillators and signal generators |
Digital electronics |
|---|
| Combinational logic circuits |
| Minimization of Boolean functions |
| IC families |
| TTL |
| MOS and CMOS |
| Arithmetic circuits |
| Comparators |
| Schmitt trigger |
| Timers and mono-stable multi-vibrator |
| Sequential circuits |
| Flip flops |
| Counters |
| Shift registers |
| Multiplexer |
| S/H circuit |
| Analog to Digital and Digital to Analog converters |
| Basics of number system |
| Microprocessors |
| Microcontrollers |
| Memory and io interfacing |
Signals and systems |
|---|
| Periodic and a periodic signals |
| Impulse response |
| Transfer function and frequency response of first and second order systems |
| Convolution |
| Correlation and characteristics of linear time invariant systems |
| Discrete time system |
| Impulse and frequency response |
| IIR and FIR filters |
| Amplitude and frequency modulation and demodulation |
| Sampling theorem |
| Frequency and time division multiplexing |
| Amplitude shift keying |
| Pulse shift keying for digital modulation |
Electrical and electronic measurements |
|---|
| Bridges and potentiometers |
| Measurement of r, l and c |
| Measurements of voltage, current and power |
| Power factor and energy |
| A.C and D.C current probes |
| Extension of instrument ranges |
| Digital voltmeter and multi-meter |
| Time, phase and frequency measurements |
| Cathode ray oscilloscope |
| Serial and parallel communication |
Gujarat PGCET Chemical Engineering Syllabus
Engineering mathematics
Engineering mathematics: Unit 01
Linear algebra |
|---|
| Matrix algebra |
| Systems of linear equations |
| Eigen values and Eigen vectors |
Calculus |
|---|
| Functions of single variable |
| Limit |
| Continuity and differentiability |
| Mean value theorems |
| Evaluation of definite and improper integrals |
| Partial derivatives |
| Total derivative |
| Maxima and minima |
| Gradient |
| Gradient, divergence and curl |
| Vector identities |
| Directional derivatives |
| Line |
| Line, surface & volume integrals |
| Stokes, Gauss and Green’s theorems |
| Gauss and Green's theorems |
Differential equations |
|---|
| First order equations |
| Higher order linear differential equations with constant coefficients |
| Cauchy's and Euler's equations |
| Initial and boundary value problems |
| Laplace transforms |
| Solutions of one dimensional heat and wave equations and Laplace equation |
Complex variables |
|---|
| Analytic functions |
| Cauchy's integral theorem |
| Taylor and Laurent series |
Probability and Statistics |
|---|
| Definitions of probability and sampling theorems |
| Conditional probability |
| Mean |
| Median |
| Mean, median, mode & standard deviation |
| Random variables |
| Poisson, normal & binomial distributions |
| Normal and binomial distributions |
Numerical methods |
|---|
| Numerical solutions of linear and non -linear algebraic equations integration by trapezoidal and simpson’s rule |
| Single and multi-step methods for differential equations |
Chemical engineering
Chemical engineering: Unit 01
Fluid flow operations and mechanical operations |
|---|
| Fluid static and its application |
| Fluid flow phenomena |
| Basic equations of fluid flow |
| Flow of incompressible fluids in conduits and thin layers |
| Flow of compressible fluids |
| Flow past immersed bodies |
| Transportation and metering of fluid |
| Dimensional analysis |
| Solids and its flow properties |
| Size reduction |
| Enlargement |
| Screening |
| Fluidization and conveying |
| Filtration and sedimentation |
| Mixing and Agitation |
| Thickening and classification |
Chemical process industries |
|---|
| Water |
| Unit processes and applications |
| Coal |
| Industrial gases and carbon |
| Inorganic chemical industries and inorganic acid |
| Cleaner production technology and its uses and applications and processing |
| Chlor alkali and heavy inorganic industry |
| Natural products industries |
| Paints |
| Pigments |
| Biotechnology and its Application |
| Nitrogenous fertilizer industry |
Process calculations and chemical engineering thermodynamics |
|---|
| Basic chemical calculations |
| Material balance with and without chemical reactions |
| Energy balance |
| Conservation of energy and first law of thermodynamics |
| Properties of pure substances |
| Heat effects |
| Second law of thermodynamics |
| Thermodynamic properties of fluids |
| Thermodynamics of flow process |
| Phase equilibrium |
| Chemical equilibrium |
| Introduction to statistical thermodynamics and prediction method |
| Fugacity |
Heat transfer |
|---|
| Conduction convection and radiation |
| General laws of heat transfer |
| Natural convection |
| Heat transfer with phase change |
| Evaporation |
| Heat exchange equipments |
| General constructions |
| Extended surface equipment |
| Industrial furnaces |
Mass transfer |
|---|
| Molecular and eddy diffusion in fluids |
| Inter phase mass transfer |
| Gas absorption |
| Liquid-liquid extraction and leaching |
| Distillation |
| Humidification and dehumidification |
| Adsorption and ion exchange |
| Drying |
| Crystallization |
| Momentum |
| Momentum, heat and mass transfer analogies |
| Membrane separation techniques |
Instrumentation and process control |
|---|
| Laplace transforms |
| Response of first and second order systems |
| The control systems |
| Controllers and final control elements |
| Closed loop transfer functions |
| Stability |
| Control system design by frequency response |
| Controller mechanism |
| Setting of different modes of controllers |
| P and i process of instrumentation diagrams |
| Measurement of process variables |
| Sensors and their dynamics transfer functions and dynamic |
Chemical reaction engineering |
|---|
| Kinetics of homogenous reactions |
| Interpretation of kinetic data single and multiple reactions in ideal reactors |
| Non ideal reactors |
| Residence time distribution |
| Single parameter model |
| Non isothermal reactors |
| Mixing of fluids |
| Kinetics and design for non catalyzed |
| Heterogeneous system |
| Fluid fluid reactions |
| Fluid particle reactions |
| Solid catalyzed reactions |
| Fixed bed reactors |
| Slurry reactors |
| Industrial application |
Plant design and economics |
|---|
| Process design aspects |
| Selection of process equipments |
| Process auxiliaries |
| Process utilities |
| Plant location and layout |
| Cost estimation |
| Estimation of total product |
| Depreciation |
| Profitability |
| Cost indexes |
| Rate of return |
| Pay back period |
| Discounted cash flow |
| Optimization in design |
| Economic considerations in process and equipment design |
Environment and safety |
|---|
| Various types of environmental pollution in general and in chemical and allied industry in particular |
| Sources and causes of environmental pollution |
| Effect of pollution on environment |
| Methodologies for environmental pollution prevention |
| Fire and explosion hazards rating |
| Hazop and hazan |
Petroleum refining and petrochemicals |
|---|
| Types of crude |
| Evaluation of oil stocks and refinery product |
| Properties of crude and products |
| Processing of petroleum |
| Crude and refinery products |
| Thermal and catalytic cracking processes employed in refineries |
| Atmospheric and vacuum distillation |
| Treating operations of petroleum products |
| Oil fields and refineries in india |
| Manufacturing process of chemicals from c1, c2, c3, c4 compounds |
| Aromatics |
| Polymers |
| Engineering problems |
Polymer technology |
|---|
| Monomers |
| Functionality, degree of polymerizations |
| Degree of polymerizations |
| Classification of polymers |
| Glass transition |
| Melting transition |
| Criteria for rubberiness |
| Polymerization methods |
| Addition and condensation and their kinetics |
| Metallocene polymers and other newer techniques of polymerization, copolymerization, monomer reactivity ratios and its significance |
| Copolymerization |
| Monomer reactivity ratios and its significance |
| Kinetics |
| Kinetics, different copolymers, random, alternating, azeotropic copolymerization |
| Random |
| Alternating |
| Azeotropic copolymerization |
| Block and graft copolymers |
| Techniques for copolymerization-bulk |
| Solution |
| Suspension |
| Emulsion |
| Polymer compounding-need and significance |
| Different compounding ingredients for rubber and plastics |
| Crosslinking and vulcanization |
| Vulcanization kinetics |
Polymer processing |
|---|
| Compression molding |
| Transfer molding |
| Injection molding |
| Blow molding |
| Reaction injection molding |
| Extrusion |
| Pultrusion |
| Calendaring |
| Rotational molding |
| Thermoforming |
| Rubber processing in two roll mill |
| Internal mixer |
Gujarat PGCET Environment Engineering Syllabus
Engineering mathematics
Engineering mathematics: Unit 01
Linear algebra |
|---|
| Matrix algebra |
| Systems of linear equations |
| Eigen values and Eigen vectors |
Calculus |
|---|
| Functions of single variable |
| Limit |
| Continuity and differentiability |
| Mean value theorems |
| Evaluation of definite and improper integrals |
| Partial derivatives |
| Total derivative |
| Maxima and minima |
| Gradient |
| Gradient, divergence and curl |
| Vector identities |
| Directional derivatives |
| Line |
| Line, surface & volume integrals |
| Stokes, Gauss and Green’s theorems |
| Gauss and Green's theorems |
Differential equations |
|---|
| First order equations |
| Higher order linear differential equations with constant coefficients |
| Cauchy's and Euler's equations |
| Initial and boundary value problems |
| Laplace transforms |
| Solutions of one dimensional heat and wave equations and Laplace equation |
Complex variables |
|---|
| Analytic functions |
| Cauchy's integral theorem |
| Taylor and Laurent series |
Probability and Statistics |
|---|
| Definitions of probability and sampling theorems |
| Conditional probability |
| Mean |
| Median |
| Mean, median, mode & standard deviation |
| Random variables |
| Poisson, normal & binomial distributions |
| Normal and binomial distributions |
Numerical methods |
|---|
| Numerical solutions of linear and non -linear algebraic equations integration by trapezoidal and simpson’s rule |
| Single and multi-step methods for differential equations |
Environmental engineering
Environmental engineering: Unit 01
Gravimetric analysis, titrimetric analysis and instrumental analysis |
|---|
| Significance of ph |
| Solids |
| Acidity |
| Aklanity |
| Cod |
| Do |
| Bod |
| Hardness |
| Sulphate |
| Fluoride |
| Chloride |
| Turbidity |
| Spectrophotometry |
| Colorimetry |
| Chromatography |
Water supply and sewage system |
|---|
| Design of water distributions system |
| Sources of water and it’s quality |
Water supply and sewage system |
|---|
| Design of sewage collection system |
Water and wastewater treatment |
|---|
| Primary, secondary and tertiary treatment |
| Screens |
| Grit chamber |
| Coagulation |
| Flocculation |
| Sedimentation |
| Biological treatments of wastewater |
| Aidsorption |
Water and wastewater treatment |
|---|
| Disinfection |
| Filtration |
| Water softening |
| Reverse osmosis |
| Ion exchange method |
| Sludge treatment and disposa |
Air pollution |
|---|
| Sources and effects of air pollutants |
| Criteria air pollutants |
| Effects of meteorological parameters on ambient air quality |
| Thermal inversion |
| Control of particulates |
| Ambient air quality standards and limits |
Noise pollution |
|---|
| Noise as a pollutant |
| Measurement of noise |
| Units of expressions |
| Effects of noise |
| Permissible limits |
Environmental impact assessment and legislation |
|---|
| Sustainable development |
| Eia as a four step activity |
| Need for eia |
| Eia notification 2006 and its requiremen |
| Epa 1986 |
| Water act 1974 |
| Air act 1986 hazardous |
| Waste management rules |
| Environmental audit |
Industrial water pollution |
|---|
| Principles of water pollution control |
| Reduction of strength and volume |
| Neutralization |
| Equalization |
| Discharge standards |
| Effluent standards |
| Stream standards |
| Effluent quality and treatment flow sheet for dairy industry |
| Textile process house and distillery |
Municipal solid waste management |
|---|
| Municipal solid waste characteristic and quantities |
| Composition and generation |
| Engineered system for solid waste management |
| Secured landfill site |
| Energy recovery |
Gujarat PGCET Metallurgy Syllabus
Engineering mathematics
Engineering mathematics: Unit 01
Linear algebra |
|---|
| Matrix algebra |
| Systems of linear equations |
| Eigen values and Eigen vectors |
Calculus |
|---|
| Functions of single variable |
| Limit |
| Continuity and differentiability |
| Mean value theorems |
| Evaluation of definite and improper integrals |
| Partial derivatives |
| Total derivative |
| Maxima and minima |
| Gradient |
| Gradient, divergence and curl |
| Vector identities |
| Directional derivatives |
| Line |
| Line, surface & volume integrals |
| Stokes, Gauss and Green’s theorems |
| Gauss and Green's theorems |
Differential equations |
|---|
| First order equations |
| Higher order linear differential equations with constant coefficients |
| Cauchy's and Euler's equations |
| Initial and boundary value problems |
| Laplace transforms |
| Solutions of one dimensional heat and wave equations and Laplace equation |
Complex variables |
|---|
| Analytic functions |
| Cauchy's integral theorem |
| Taylor and Laurent series |
Probability and Statistics |
|---|
| Definitions of probability and sampling theorems |
| Conditional probability |
| Mean |
| Median |
| Mean, median, mode & standard deviation |
| Random variables |
| Poisson, normal & binomial distributions |
| Normal and binomial distributions |
Numerical methods |
|---|
| Numerical solutions of linear and non -linear algebraic equations integration by trapezoidal and simpson’s rule |
| Single and multi-step methods for differential equations |
Metallurgical engineering
Metallurgical engineering: Unit 01
Thermodynamics and rate processes |
|---|
| Laws of thermodynamics |
| Activity |
| Equilibrium constant |
| Applications to metallurgical systems and solutions |
| Phase equilibria |
| Ellingham and phase stability diagrams |
| Thermodynamics of surfaces |
| Interfaces and defects |
| Adsorption and segregation |
| Basic kinetic laws |
| Order of reactions |
| Rate constants and rate limiting steps |
| Principles of electro chemistry |
| Single electrode potential |
| Electro-chemical cells and polarizations |
| Aqueous corrosion and protection of metals |
| Oxidation and high temperature corrosion characterization and control |
| Heat transfer conduction |
| Convection and heat transfer coefficient relations |
| Radiation |
| Mass transfer diffusion and fick’s laws |
| Mass transfer coefficients |
| Momentum Transfer Concepts of Viscosity |
| Shell balances |
| Bernoulli's equation |
| Friction factors |
Extractive metallurgy |
|---|
| Minerals of economic importance |
| Comminution techniques |
| Size classification |
| Flotation |
| Gravity and other methods of mineral processing |
| Agglomeration |
| Pyro-hydro and electrometallurgical processes |
| Material and energy balances |
| Principles and processes for the extraction of non ferrous metals aluminium, copper, zinc, lead, magnesium, nickel, titanium and other rare metals |
| Role structure and properties of slags |
| Metallurgical coke |
| Blast furnace |
| Direct reduction processes |
| Primary and secondary steel making |
| Ladle metallurgy operations including deoxidation |
| Desulphurization |
| Sulphide shape control |
| Inert gas rinsing and vacuum reactors |
| Secondary refining processes including aod, vad, vod, var and esr |
| Ingot and continuous casting |
| Stainless steel making |
| Furnaces and refractories |
Physical metallurgy |
|---|
| Crystal structure and bonding characteristics of metals |
| Alloys |
| Ceramics and polymers |
| Structure of surfaces and interfaces |
| Nano crystalline and amorphous structures |
| Solid solutions |
| Solidification |
| Phase transformation and binary phase diagrams |
| Principles of heat treatment of steels, cast iron and aluminum alloys |
| Surface treatments |
| Recovery |
| Recrystallization and grain growth |
| Industrially important ferrous and non ferrous alloys |
| Elements of X-ray and electron diffraction |
| Principles of scanning and transmission electron microscopy |
| Industrial ceramics |
| Polymers and composites |
| Electronic basis of thermal and optical, electrical and magnetic properties of materials |
| Electronic and opto-electronic materials |
Mechanical metallurgy |
|---|
| Elasticity, yield criteria and plasticity |
| Defects in crystals |
| Elements of dislocation theory types of dislocations |
| Slip and twinning |
| Source and multiplication of dislocations |
| Stress fields around and dislocations |
| Partial dislocations |
| Dislocation interactions and reactions |
| Strengthening mechanisms |
| Tensile |
| Fatigue and creep behaviour |
| Super-plasticity |
| Fracture griffith theory |
| Basic Concepts of Linear Elastic and elasto plastic fracture mechanics |
| Ductile to brittle transition |
| Fracture toughness |
| Failure analysis |
| Mechanical testing tension |
| Compression |
| Torsion, bending and flexural shear of thin-walled sections |
| Hardness |
| Impact and creep |
| Fatigue |
| Fracture toughness and formability |
Manufacturing processes |
|---|
| Metal casting patterns and moulds including mould design involving feeding |
| Gating and risering |
| Melting |
| Casting practices in sand casting |
| Permanent mould casting |
| Investment casting and shell moulding |
| Casting defects and repair |
| Hot, warm and cold working of metals |
| Metal forming |
| Fundamentals of metal forming processes of rolling |
| Forging and extrusion |
| Wire drawing and sheet metal forming |
| Defects in forming |
| Metal joining |
| Soldering |
| Brazing and welding |
| Common welding processes of shielded metal arc welding |
| Gas metal arc welding |
| Gas tungsten arc welding and submerged arc welding |
| Welding metallurgy |
| Problems associated with welding of steels and aluminium alloys |
| Defects in welded joints |
| Powder metallurgy |
| NDT using dye penetrant |
| Ultrasonic |
| Radiography |
| Eddy current |
| Acoustic emission and magnetic particle methods |
Gujarat PGCET Textile Engineering Syllabus
Engineering mathematics
Engineering mathematics: Unit 01
Linear algebra |
|---|
| Matrix algebra |
| Systems of linear equations |
| Eigen values and Eigen vectors |
Calculus |
|---|
| Functions of single variable |
| Limit |
| Continuity and differentiability |
| Mean value theorems |
| Evaluation of definite and improper integrals |
| Partial derivatives |
| Total derivative |
| Maxima and minima |
| Gradient |
| Gradient, divergence and curl |
| Vector identities |
| Directional derivatives |
| Line |
| Line, surface & volume integrals |
| Stokes, Gauss and Green’s theorems |
| Gauss and Green's theorems |
Differential equations |
|---|
| First order equations |
| Higher order linear differential equations with constant coefficients |
| Cauchy's and Euler's equations |
| Initial and boundary value problems |
| Laplace transforms |
| Solutions of one dimensional heat and wave equations and Laplace equation |
Complex variables |
|---|
| Analytic functions |
| Cauchy's integral theorem |
| Taylor and Laurent series |
Probability and Statistics |
|---|
| Definitions of probability and sampling theorems |
| Conditional probability |
| Mean |
| Median |
| Mean, median, mode & standard deviation |
| Random variables |
| Poisson, normal & binomial distributions |
| Normal and binomial distributions |
Numerical methods |
|---|
| Numerical solutions of linear and non -linear algebraic equations integration by trapezoidal and simpson’s rule |
| Single and multi-step methods for differential equations |
Textile technology/engineering
Textile technology/engineering: Unit 01
Textile fibres |
|---|
| Classification of textile fibres |
| Essential requirements of fibre forming polymers |
| Gross and fine structure of natural fibres like cotton, wool and silk |
| Introduction to important bast fibres |
| Properties and uses of natural and man made fibres |
| Molecular architecture |
| Amorphous and crystalline phases |
| Glass transition |
| Plasticization |
| Crystallization |
| Melting |
| Factors affecting tg and tm |
| Polymerization of nylon-6 |
| Nylon-66 |
| Polyethylene and polyterephthalate |
| Polyacrylonitrile and polypropylene |
| Melt spinning processes |
| Characteristic features of pet |
| Polyamide and polypropylene spinning |
| Wet and dry spinning of viscose and acrylic fibres |
| Post spinning operations such as drawing |
| Heat setting |
| Tow to top conversion and different texturing methods |
| Methods of investigating fibre structure |
| Density |
| X-ray diffraction |
| Birefringence |
| Optical and electron microscopy |
| I.r. absorption |
| Thermal methods |
| Structure and morphology of man made fibres |
| Mechanical properties of fibres |
| Moisture sorption in fibres |
| Fibre structure and property correlation |
Yarn manufacture and yarn structure and properties |
|---|
| Principles of opening |
| Cleaning and mixing/blending of fibrous materials |
| Working principle of modern opening and cleaning equipments |
| The technology of carding |
| Carding of cotton and synthetic fibres |
| Drafting operation |
| Roller and apron drafting principle |
| Causes of mass irregularity introduced by drafting |
| Roller arrangements in drafting systems |
| Principles of cotton combing |
| Combing cycle |
| Mechanism and function |
| Combing efficiency |
| Lap preparation |
| Recent developments in comber |
| Roving production |
| Mechanism of bobbin building |
| Roving twist |
| Principle of ring spinning |
| Forces acting on yarn and traveler |
| Modification in ring and traveler designs |
| Mechanism of cop formation |
| Causes of end breakages |
| Working principle of ring doubler and two for one twister |
| Single and folded yarn twist |
| Properties of double yarns |
| Production of core spun yarn |
| Compact spinning |
| Principle of non conventional methods of yarn production such as rotor spinning |
| Air jet spinning |
| Wrap spinning |
| Twist less spinning and friction spinning |
| Yarn contraction |
| Yarn diameter |
| Specific volume and packing coefficient |
| Twist strength relationship in spun yarns |
| Fibre configuration and orientation in yarn |
| Cause of fibre migration and its estimation |
| Irregularity index |
| Properties of ring |
| Rotor and air jet yarns |
Fabric manufacture and fabric structure |
|---|
| Principles of cheese and cone winding processes and machines |
| Random and precision winding |
| Package faults and their remedies |
| Yarn clearers and tensioners |
| Different systems of yarn splicing |
| Features of modern cone winding machines |
| Different types of warping creels |
| Features of modern beam and sectional warping machines |
| Different sizing systems |
| Sizing of spun and filament yarns |
| Modern sizing machines |
| Different sizing ingredients |
| Principles of pirn winding processes and machines |
| Primary and secondary motions of loom |
| Effect of their settings and timings on fabric formation |
| Fabric appearance and weaving performance |
| Dobby and jacquard shedding |
| Mechanics of weft insertion with shuttle |
| Warp and weft stop motions |
| Warp protection |
| Weft replenishment |
| Functional principles of weft insertion systems of shuttle less weaving machines |
| Principles of multiphase and circular looms |
Principles of weft and warp knitting |
|---|
| Basic weft and warp knitted structures |
| Basic woven fabric constructions and their derivatives |
| Crepe |
| Cord |
| Terry |
| Gauze |
| Leno and double cloth constructions |
| Peirce's equations for fabric geometry |
| Elastica model of plain woven fabrics |
| Thickness |
| Cover and maximum sett of woven fabrics |
Textile testing |
|---|
| Sampling techniques |
| Sample size and sampling errors |
| Measurement of fibre length |
| Fineness |
| Crimp |
| Strength and reflectance |
| Measurement of cotton fibre maturity and trash content |
| Hvi and afis for fibre testing |
| Measurement of yarn count |
| Twist and hairiness |
| Tensile testing of fibres, yarns and fabrics |
| Evenness testing of slivers |
| Rovings and yarns |
| Testing equipment for measurement test methods of fabric properties like thickness |
| Compressibility |
| Air permeability |
| Drape |
| Crease recovery |
| Tear strength |
| Bursting strength and abrasion resistance |
| Statistical data analysis of experimental results |
| Correlation analysis |
| Significance tests and analysis of variance |
| Frequency distributions and control charts |
Preparatory processes |
|---|
| Chemistry and practice of preparatory processes for cotton |
| Mercerization of cotton |
| Preparatory processes for nylon |
| Polyester and acrylic and polyester/cotton blends |
Dyeing |
|---|
| Classification of dyes |
| Dyeing of cotton and polyester with appropriate dye classes |
| Dyeing polyester/cotton blends |
| Batchwise and continuous dyeing machines |
| Dyeing of cotton knitted fabrics and machines used |
| Methods for determination of wash |
| Light and rubbing fastness. |
| Evaluation of fastness properties with the help of grey scale |
Printing |
|---|
| Styles of printing |
| Printing thickeners including synthetic thickeners |
| Printing auxiliaries |
| Printing of cotton with reactive dyes |
| Printing of polyester with disperse dyes |
| Methods of dye fixation after printing |
| Resist and discharge printing of cotton and polyester |
| Printing of polyester/cotton blends with disperse/reactive combination |
| Transfer printing of polyester |
| Developments in inkjet printing |
Finishing |
|---|
| Mechanical finishing of cotton and stiff |
| Soft and wrinkle resistant |
| Water repellent |
| Flame retardant and enzyme finishing of cotton |
| Milling |
| Decatizing and shrink resistant finishing of wool |
| Antistat finishing of synthetic fibre fabrics |
| Heat setting of polyester |
Energy conservation |
|---|
| Energy crisis |
| Energy conservation in spinning |
| Weaving |
| Processing |
| Humidification and lighting |
Pollution |
|---|
| Treatment of textile effluents |
| Air pollution |
| Water pollution |
| Noise pollution |
| Dust pollution |
| Management of solid hazardous wastes |
| Iso-14001 |
Gujarat PGCET Computer Engineering and Information Technology Syllabus
Engineering mathematics
Engineering mathematics: Unit 01
Linear algebra |
|---|
| Matrix algebra |
| Systems of linear equations |
| Eigen values and Eigen vectors |
Calculus |
|---|
| Functions of single variable |
| Limit |
| Continuity and differentiability |
| Mean value theorems |
| Evaluation of definite and improper integrals |
| Partial derivatives |
| Total derivative |
| Maxima and minima |
| Gradient |
| Gradient, divergence and curl |
| Vector identities |
| Directional derivatives |
| Line |
| Line, surface & volume integrals |
| Stokes, Gauss and Green’s theorems |
| Gauss and Green's theorems |
Differential equations |
|---|
| First order equations |
| Higher order linear differential equations with constant coefficients |
| Cauchy's and Euler's equations |
| Initial and boundary value problems |
| Laplace transforms |
| Solutions of one dimensional heat and wave equations and Laplace equation |
Complex variables |
|---|
| Analytic functions |
| Cauchy's integral theorem |
| Taylor and Laurent series |
Probability and Statistics |
|---|
| Definitions of probability and sampling theorems |
| Conditional probability |
| Mean |
| Median |
| Mean, median, mode & standard deviation |
| Random variables |
| Poisson, normal & binomial distributions |
| Normal and binomial distributions |
Numerical methods |
|---|
| Numerical solutions of linear and non -linear algebraic equations integration by trapezoidal and simpson’s rule |
| Single and multi-step methods for differential equations |
Computer engineering and information technology
Computer engineering and information technology: Unit 01
Digital logic |
|---|
| Logic functions |
| Minimization |
| Design and synthesis of combinational and sequential circuits |
| Number representation and computer arithmetic |
Computer organization and architecture |
|---|
| Machine instructions and addressing modes |
| Alu and data path |
| CPU control design |
| Memory interface |
| I/o interface |
| Instruction pipelining |
| Cache and main memory |
| Secondary storage |
Programming and data structures |
|---|
| Programming in C |
| Functions |
| Recursion |
| Parameter passing |
| Scope |
| Binding |
| Abstract data types |
| Arrays |
| Stacks |
| Queues |
| Linked lists |
| Trees |
| Binary search trees |
| Binary heaps |
Algorithms |
|---|
| Analysis |
| Asymptotic notation |
| Notions of space and time complexity |
| Worst and average case analysis |
| Design of greedy approach |
| Dynamic programming |
| Divide andconquer |
| Tree and graph traversals |
| Connected components |
| Spanning trees |
| Shortest paths |
| Hashing |
| Sorting |
| Searching |
| Asymptotic analysis of time and space upper and lower bounds |
| Basic concepts of complexity classes p |
| Np |
| Np hard |
| Np complete |
Theory of computation |
|---|
| Regular languages and finite automata |
| Context free languages and Push-down automata |
| Recursively enumerable sets and Turing machines |
| Undecidability |
Compiler design |
|---|
| Lexical analysis |
| Parsing |
| Syntax directed translation |
| Runtime environments |
| Intermediate and target code generation |
| Basics of code optimization |
Operating system |
|---|
| Processes |
| Threads |
| Inter-process communication |
| Concurrency |
| Synchronization |
| Deadlock |
| CPU scheduling |
| Memory management and virtual memory |
| File systems |
| I/O systems |
| Protection and security |
Databases |
|---|
| ER-model |
| Relational model |
| Database design |
| Query languages SQL |
| File structures |
| Transactions and concurrency control |
Information systems and software engineering |
|---|
| Information gathering |
| Requirement and feasibility analysis |
| Data flow diagrams |
| Process specifications |
| Input/output design |
| Process life cycle |
| Planning and managing the project |
| Design |
| Coding |
| Testing |
| Implementation |
| Maintenance |
Computer networks |
|---|
| ISO/OSI stack |
| Lan technologies |
| Flow and error control techniques |
| Routing algorithms |
| Congestion control |
| TCP/UDP and sockets |
| Ip v4 |
| Application layer protocols |
| Basic concepts of hubs |
| Switches |
| Gateways and routers |
| Network security basic concepts of public key and private key cryptography |
| Digital signature |
| Firewalls |
Web technologies |
|---|
| HTML |
| XML |
| Basic concepts of client-server computing |
Gujarat PGCET Biomedical Engineering Syllabus
Engineering mathematics
Engineering mathematics: Unit 01
Linear algebra |
|---|
| Matrix algebra |
| Systems of linear equations |
| Eigen values and Eigen vectors |
Calculus |
|---|
| Functions of single variable |
| Limit |
| Continuity and differentiability |
| Mean value theorems |
| Evaluation of definite and improper integrals |
| Partial derivatives |
| Total derivative |
| Maxima and minima |
| Gradient |
| Gradient, divergence and curl |
| Vector identities |
| Directional derivatives |
| Line |
| Line, surface & volume integrals |
| Stokes, Gauss and Green’s theorems |
| Gauss and Green's theorems |
Differential equations |
|---|
| First order equations |
| Higher order linear differential equations with constant coefficients |
| Cauchy's and Euler's equations |
| Initial and boundary value problems |
| Laplace transforms |
| Solutions of one dimensional heat and wave equations and Laplace equation |
Complex variables |
|---|
| Analytic functions |
| Cauchy's integral theorem |
| Taylor and Laurent series |
Probability and Statistics |
|---|
| Definitions of probability and sampling theorems |
| Conditional probability |
| Mean |
| Median |
| Mean, median, mode & standard deviation |
| Random variables |
| Poisson, normal & binomial distributions |
| Normal and binomial distributions |
Numerical methods |
|---|
| Numerical solutions of linear and non -linear algebraic equations integration by trapezoidal and simpson’s rule |
| Single and multi-step methods for differential equations |
Bio-medical engineering
Bio-medical engineering: Unit 01
Analog digital and power electronics |
|---|
Basics of modelling and control theory |
|---|
Microprocessor 8085 and microcontroller 8051 |
|---|
Basics of communication and networking |
|---|
Digital signal processing |
|---|
Human anatomy and physiology |
|---|
Biomedical transducers, materials and implants |
|---|
Biomechanics |
|---|
Therapeutic, diagnostic, analytical and optical instrumentation |
|---|
Medical imaging and image processing |
|---|
Bioinformatics and advance medical techniques like telemedicine remote surgery etc. |
|---|
Gujarat PGCET Mechatronics Engineering Syllabus
Engineering mathematics
Engineering mathematics: Unit 01
Linear algebra |
|---|
| Matrix algebra |
| Systems of linear equations |
| Eigen values and Eigen vectors |
Calculus |
|---|
| Functions of single variable |
| Limit |
| Continuity and differentiability |
| Mean value theorems |
| Evaluation of definite and improper integrals |
| Partial derivatives |
| Total derivative |
| Maxima and minima |
| Gradient |
| Gradient, divergence and curl |
| Vector identities |
| Directional derivatives |
| Line |
| Line, surface & volume integrals |
| Stokes, Gauss and Green’s theorems |
| Gauss and Green's theorems |
Differential equations |
|---|
| First order equations |
| Higher order linear differential equations with constant coefficients |
| Cauchy's and Euler's equations |
| Initial and boundary value problems |
| Laplace transforms |
| Solutions of one dimensional heat and wave equations and Laplace equation |
Complex variables |
|---|
| Analytic functions |
| Cauchy's integral theorem |
| Taylor and Laurent series |
Probability and Statistics |
|---|
| Definitions of probability and sampling theorems |
| Conditional probability |
| Mean |
| Median |
| Mean, median, mode & standard deviation |
| Random variables |
| Poisson, normal & binomial distributions |
| Normal and binomial distributions |
Numerical methods |
|---|
| Numerical solutions of linear and non -linear algebraic equations integration by trapezoidal and simpson’s rule |
| Single and multi-step methods for differential equations |
Mechatronics engineering
Mechatronics engineering: Unit 01
Basic mechanical engineering |
|---|
| Motion and power transmission mechanisms |
| Design of mechanisms |
| Basics of hydraulic and pneumatic systems |
| Properties of gas and steam |
| Heat engines |
| Steam engines |
| I.C. Engines |
| Pumps |
| Compressors |
| Refrigeration and air conditioning |
Basic electrical and electronics engineering |
|---|
| Fundamentals of electrical and electronics engineering |
| Programmable logic controllers |
| Microprocessors |
| Microcontrollers and embedded systems |
| Electric circuits and fields |
| Control systems |
| Electrical and electronic measurement |
| Analog and digital electronics |
| Power electronics and drives |
Manufacturing technology |
|---|
| Metal cutting principles and conventional machining processes |
| Computer aided manufacturing |
| Basic part programming |
| Measuring and gauging standards |
| Non-traditional manufacturing methods |
| Location theory and jig fixtures design |
Metal forming processes |
|---|
| Hot and cold working |
| Metal forming processes like |
| Extrusion |
| Drawing and rolling |
| Forging |
| Casting |
| Welding |
Robotics |
|---|
| Robot fundamentals |
| Basic configurations |
| Robot kinematics |
| Trajectory planning |
| Types of end effectors |
| Drive systems |
| Robot sensors |
| Applications in manufacturing |
Computer aided design |
|---|
| Fundamentals of computer graphics |
| Geometrical modeling |
| Finite element analysis |
Machine vision |
|---|
| Digital image fundamentals |
| Image enhancement |
| Image compression |
| Image restoration |
Operations research |
|---|
| Linear Programming |
| Transportation model assignment model |
| Network analysis |
| Sequencing problem |
| Decision theory |
| Replacement |
| Queuing model |
| Inventory control |
Material science and metallurgy |
|---|
| Iron-iron carbon diagram |
| Heat treatment processes |
| Ferrous and non-ferrous metals |
| Non destructive testing |
Strength of materials |
|---|
| Stress strain relationship and elastic constants |
| Mohr's circle for plane stress and plane strain |
| Thin cylinders |
| Shear force and bending moment diagrams |
| Bending and shear stresses |
| Deflection of beams |
| Torsion of circular shaft |
| Euler's theory of columns |
| Strain energy methods |
| Thermal stresses |
Gujarat PGCET Networking Communication and Web Technology Syllabus
Engineering mathematics
Engineering mathematics: Unit 01
Linear algebra |
|---|
| Matrix algebra |
| Systems of linear equations |
| Eigen values and Eigen vectors |
Calculus |
|---|
| Functions of single variable |
| Limit |
| Continuity and differentiability |
| Mean value theorems |
| Evaluation of definite and improper integrals |
| Partial derivatives |
| Total derivative |
| Maxima and minima |
| Gradient |
| Gradient, divergence and curl |
| Vector identities |
| Directional derivatives |
| Line |
| Line, surface & volume integrals |
| Stokes, Gauss and Green’s theorems |
| Gauss and Green's theorems |
Differential equations |
|---|
| First order equations |
| Higher order linear differential equations with constant coefficients |
| Cauchy's and Euler's equations |
| Initial and boundary value problems |
| Laplace transforms |
| Solutions of one dimensional heat and wave equations and Laplace equation |
Complex variables |
|---|
| Analytic functions |
| Cauchy's integral theorem |
| Taylor and Laurent series |
Probability and Statistics |
|---|
| Definitions of probability and sampling theorems |
| Conditional probability |
| Mean |
| Median |
| Mean, median, mode & standard deviation |
| Random variables |
| Poisson, normal & binomial distributions |
| Normal and binomial distributions |
Numerical methods |
|---|
| Numerical solutions of linear and non -linear algebraic equations integration by trapezoidal and simpson’s rule |
| Single and multi-step methods for differential equations |
Networking, communication and web technology
Networking, communication and web technology: Unit 01
Digital logic |
|---|
| Logic functions |
| Minimization |
| Design and synthesis of combinational and sequential circuits |
| Number representation and computer arithmetic |
Computer organization and architecture |
|---|
| Machine instructions and addressing modes |
| Alu and data path |
| CPU control design |
| Memory interface |
| I/o interface |
| Instruction pipelining |
| Cache and main memory |
| Secondary storage |
Programming and data structures |
|---|
| Programming in C |
| Functions |
| Recursion |
| Parameter passing |
| Scope |
| Binding |
| Abstract data types |
| Arrays |
| Stacks |
| Queues |
| Linked lists |
| Trees |
| Binary search trees |
| Binary heaps |
Algorithms |
|---|
| Analysis |
| Asymptotic notation |
| Notions of space and time complexity |
| Worst and average case analysis |
| Design |
| Greedy approach |
| Dynamic programming |
| Divide andconquer |
| Tree and graph traversals |
| Connected components |
| Spanning trees |
| Shortest paths |
| Hashing |
| Sorting and searching. |
| Asymptotic analysis of time and space |
| Upper and lower bounds |
| Basic concepts of complexity classes p |
| Np |
| Np hard |
| Np complete |
Theory of computation |
|---|
| Regular languages and finite automata |
| Context free languages and Push-down automata |
| Recursively enumerable sets and Turing machines |
| Undecidability |
Compiler design |
|---|
| Lexical analysis |
| Parsing |
| Syntax directed translation |
| Runtime environments |
| Intermediate and target code generation |
| Basics of code optimization |
Operating system |
|---|
| Processes |
| Threads |
| Inter-process communication |
| Concurrency |
| Synchronization |
| Deadlock |
| CPU scheduling |
| Memory management and virtual memory |
| File systems |
| I/O systems |
| Protection and security |
Databases |
|---|
| ER-model |
| Relational model |
| Database design |
| Query languages |
| File structures |
| Transactions and concurrency control |
Information systems and software engineering |
|---|
| Information gathering |
| Requirement and feasibility analysis |
| Data flow diagrams |
| Process specifications |
| Input/output design |
| Process life cycle |
| Planning and managing the project |
| Design |
| Coding |
| Testing |
| Implementation |
| Maintenance |
Computer networks |
|---|
| ISO/OSI stack |
| Lan technologies |
| Flow and error control techniques |
| Routing algorithms |
| Congestion control |
| TCP/UDP and sockets |
| Ip v4 |
| Application layer protocols |
| Basic concepts of hubs switches |
| Gateways and routers |
| Network security basic concepts of public key and private key cryptography |
| Digital signature |
| Firewalls |
Web technologies |
|---|
| HTML |
| XML |
| Basic concepts of client server computing |
Candidates appearing in the entrance exam are advised to be aware of the type and number of questions, the medium of exam, time given to them in the exam, marking scheme etc. All this information is a part of Gujarat PGCET 2020 exam pattern which is prescribed by ACPC.
The exam pattern of Gujarat PGCET 2020 can be checked by candidates from the table given below.
Gujarat PGCET Exam Pattern 2020
| S.No. | Particulars | Details |
| 1 | Mode of exam | Offline |
| 2 | Duration of exam | 1 hour 30 minutes |
| 3 | Type of questions | Multiple Choice Questions (MCQs) |
| 4 | Total number of questions | 100 |
| 5 | Marking scheme | 1 mark for every correct answer |
| 6 | Negative Marking | No negative marking |
| 7 | Language of the paper | English |
Note - Only black ballpoint pen is allowed to be used in the OMR sheet of Gujarat PGCET 2020
Gujarat PGCET 2020 Admit Card
Candidates will receive the admit card of Gujarat PGCET 2020 upon submission of the application form. It is important for candidates to know that Gujarat PGCET 2020 admit card is an important document to be carried to the exam hall on the day of examination. Along with Gujarat PGCET admit card/ hall ticket 2020, candidates will have to carry a photo identity proof in original at the time of test otherwise they will not allowed to appear in the exam. Gujarat PGCET 2020 admit card/ hall ticket will contain the name of the candidate, date, time and name and complete address of the exam centre allotted etc.
Gujarat PGCET 2020 Exam Centers
| State | City |
|---|---|
| Gujarat | Ahmedabad |
| Baroda | |
| Rajkot | |
| Surat |
Documents Required at Exam
- Admit card
- Valid ID proof - driving license
- Valid ID proof - college ID card
Gujarat PGCET 2020 Answer Key
ACPC will release the provisional answer key of Gujarat PGCET 2020 for candidates who will appear in the entrance exam. Gujarat PGCET 2020 answer key will help candidates determine their scores in the exam and hence estimate admission chances. Using Gujarat PGCET answer key 2020, candidates will also be able to know their probable colleges and courses available for admission.
17
Colleges
Accepting Admission through
Gujarat PGCET