This Online Physical Sciences course is offerred & Taught by VISION PHYSICS ACADEMY. The approach of the faculty is to first develop basic understanding of each topic by explaining the concepts and solving problems based on the same concept. Then tricky and competition based problem will be discussed in the class.

15,000.00

About Course

This Online Physical Sciences course is offerred & Taught by VISION PHYSICS ACADEMY. The approach of the faculty is to first develop basic understanding of each topic by explaining the concepts and solving problems based on the same concept. Then tricky and competition based problem will be discussed in the class.

Mission & Vision

To provide High Quality Online Physical Sciences Education and to train as many students as we can and help them in achieving their dream career because the success of our students is SUCCESS for us.

ONLINE  PHYSICAL SCIENCES BATCH for CSIR- NET/JRF JUNE 2021

Course Features

  • Interactive live sessions
  • Recorded lectures are available for revision
  • Problem solving & Doubt Discussion facility
  • Assignments for every topic solved in live class
  • Topic wise test series
  • Full length test series
  • 3-4 hrs lecture per day
  • Class start from Dec 21, 2020
  • Syllabus completed upto May 20, 2021
Click Here to Download Syllabus of NET/JRF 2021 Click Here to Download Previous Year Papers

Why Online Physical Sciences

The CSIR conducts National Eligibility Test (NET) to determine eligibility for lectureship and for award of Junior Research Fellowship (JRF) in physical sciences order to ensure minimum standards in the teaching profession and research. The tests are conducted twice in a year generally in the months of June and December. UGC has a number of fellowships to the universities for the candidates who qualify the test. The JRFs are awarded to the meritorious candidates from among the candidates qualifying for eligibility for lectureship in the NET. NET Schedule CSIR conducts NET twice a year, i.e., in the months of June and December. The notifications announcing the June and December examinations are published in the months of March and September respectively in the weekly journal of nation-wide circulation (Employment News). Educational Qualification BS-4 year’s program/ BE/ B.Tech/ B.Pharma/ MBBS/ Integrated BS-MS/ M.Sc. or Equivalent degree with at least 55% marks for General & OBC (50% for SC/ST candidates, Physically and Visually handicapped candidates). Candidate enrolled for M.Sc. or having completed 10+2+3 years of the above qualifying examination are also eligible to apply under the Result Awaited (RA) category on the condition that they complete the qualifying degree with requisite percentage of marks within the validity period of two years to avail the fellowship from the effective date of award. Such candidates will have to submit the attestation format (Given at the reverse of the application form) duly certified by the Head of the Department/Institute from where the candidate is appearing or has appeared. B.Sc. (Hons) or equivalent degree holders or students enrolled in integrated MS-Ph.D programme with at least 55% marks for General & OBC candidates; 50% for SC/ST candidates, Physically and Visually handicapped candidates are also eligible to apply. Candidates with bachelor’s degree, whether Science, engineering or any other discipline, will be eligible for fellowship only after getting registered/enrolled for Ph.D/integrated Ph.D. programme within the validity period of two years. Age Limit The age limit for admission to the Test is as under: For JRF (NET): Maximum 28 years (upper age limit may be relaxed up to 5 years in case of candidates belonging to SC/ST/Person with Disability/Female Applicants & 3 years for OBC (non-creamy layer) (As per GOI central list)). For Lectureship (NET): No upper age limit.

About Instructor

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Ekta Agarwal
Courses
1
0
Reviews
0
Students
10

Curriculum

    • Section 1 (a) – Lecture 1 00:00:00
    • Section 1(a) – Lecture 2 00:00:00
    • Section 1 (b)- Lecture 1 00:00:00
    • Section 1 (b) – Lecture 2 00:00:00
    • Section 2 Lecture 1 00:00:00
    • Sheet -1(a) solution 00:00:00
    • Taylor series 00:00:00
    • Laurent series 00:00:00
    • Poles 00:00:00
    • Residue 00:00:00
    • Cauchy Integral Theorem-Lecture 1 00:00:00
    • Cauchy Integral Theorem-Lecture 2 00:00:00
    • DE – Lecture 1 00:00:00
    • DE – Lecture 2 00:00:00
    • DE – Lecture 3 00:00:00
    • DE – Lecture 4 00:00:00
    • DE – Lecture 5 00:00:00
    • DE – Lecture 6 00:00:00
    • DE – Lecture 7 00:00:00
    • DE – Lecture 8 00:00:00
    • DE – Lecture 9 00:00:00
    • DE – Lecture 10 00:00:00
    • DE – Lecture 11 00:00:00
    • DE – Lecture 12 00:00:00
    • DE – Lecture 13 00:00:00
    • DE Sheet Solution-Lecture 1 00:00:00
    • DE Sheet Solution-Lecture 2 00:00:00
    • SF – Lecture 1 00:00:00
    • SF – Lecture 2 00:00:00
    • SF – Lecture 3 00:00:00
    • SF – Lecture 4 00:00:00
    • SF – Lecture 5 00:00:00
    • SF – Lecture 6 00:00:00
    • SF – Lecture 7 00:00:00
    • Green function 00:00:00
    • FOURIER SERIES- Lecture 1 00:00:00
    • FOURIER SERIES- Lecture 2 00:00:00
    • fourier transform – Lecture 1 00:00:00
    • fourier transform – Lecture 2 00:00:00
    • laplace transform- lecture 1 00:00:00
    • laplace transform- lecture 2 00:00:00
    • INVERSE LAPLACE TRANSFORM- Lecture 1 00:00:00
    • INVERSE LAPLACE TRANSFORM- Lecture 2 00:00:00
    • INVERSE LAPLACE TRANSFORM- Lecture 3 00:00:00
    • Vector Algebra- Lecture 1 00:00:00
    • Vector Algebra- Lecture 2 00:00:00
    • Vector Algebra- Lecture 3 00:00:00
    • Vector Algebra- Lecture 4 00:00:00
    • Differential Calculus-Gradient, Divergence, Curl- Lecture 1 00:00:00
    • Differential Calculus-Gradient, Divergence, Curl- Lecture 2 00:00:00
    • Integral Calculus- Line intergral 00:00:00
    • Integral Calculus- Surface intergral 00:00:00
    • Integral Calculus- volume intergral, grad, div and curl theorem 00:00:00
    • Curvilinear coordinate system- cartesian coordinate system 00:00:00
    • Curvilinear coordinate system- spherical coordinate system 00:00:00
    • Curvilinear coordinate system- cylindrical coordinate system and grad, div and curl in form of curvilinear coordinate systems 00:00:00
    • problems 00:00:00
    • problems- lecture 2 00:00:00
    • Dirac Delta function 00:00:00
    • Dirac Delta function – Lecture 2 00:00:00
    • Electrostatics- lecture 1 00:00:00
    • Electrostatics- lecture 2 00:00:00
    • Electrostatics- lecture 3 00:00:00
    • Electrostatics- lecture 4 00:00:00
    • Electrostatics- lecture 5 00:00:00
    • Electrostatics- lecture 6 00:00:00
    • Electrostatics- lecture 7 00:00:00
    • Electrostatics- lecture 8 00:00:00
    • Electrostatics- lecture 9 00:00:00
    • Electrostatics- lecture 10 00:00:00
    • Electrostatics- lecture 11 00:00:00
    • Electrostatics- lecture 12 00:00:00
    • Electrostatics- lecture 13 00:00:00
    • Electrostatics- lecture 14 00:00:00
    • Electrostatics- lecture 15 00:00:00
    • Electrostatics- lecture 15 part 2 00:00:00
    • Electrostatics- lecture 16 00:00:00
    • Electrostatics- lecture 17 00:00:00
    • Electrostatics- lecture 18 00:00:00
    • Magnetostatics- Lecture 1 00:00:00
    • Magnetostatics- Lecture 2 00:00:00
    • Magnetostatics- Lecture 3 00:00:00
    • Magnetostatics- Lecture 4 00:00:00
    • Magnetostatics- Lecture 5 00:00:00
    • Magnetostatics- Lecture 6 00:00:00
    • Magnetostatics- Lecture 7 00:00:00
    • Magnetostatics- Lecture 8 00:00:00
    • Magnetostatics- Lecture 9 00:00:00
    • Magnetostatics- Lecture 10 00:00:00
    • Magnetostatics- Lecture 11 00:00:00
    • Magnetostatics- Lecture 12 00:00:00
    • Magnetostatics- Lecture 13 00:00:00
    • Magnetostatics- Lecture 14 00:00:00
    • INTRODUCTION 00:00:00
    • Lecture 1 00:00:00
    • Lecture 2 00:00:00
    • Lecture 3 00:00:00
    • Lecture 4 00:00:00
    • lecture 5 00:00:00
    • lecture 6 Unlimited
    • Lecture 7 Unlimited
    • Lecture 8 Unlimited
    • EM Lecture 1 00:00:00
    • EM lecture 2 00:00:00

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