
Description
If you are targeting CSIR-NET December 2026, this 6-month intensive program (from the date of purchase) is designed to give you maximum output in minimum time ⏳ with a sharp focus on high-yield topics, PYQs, and problem-solving mastery 🎯
This course is built on a simple strategy: focus on what actually comes in the exam. The Top 100 most important and repetitive topics included here cover nearly 70–75% of the effective CSIR-NET syllabus, making it fully sufficient to target 120+ marks with strong accuracy 💯
🔥 How This Course is Designed for CSIR-NET December 2026
This is a fast-track revision + problem-solving course, where each topic is covered with direct exam relevance. No unnecessary theory — only what is needed to solve questions efficiently.
📚 What You Will Study (Top 100 Topics Coverage)
✔️ High-frequency topics from all major units
✔️ Concepts explained with exam-oriented clarity
✔️ Incorporated PYQs (Previous Year Questions) with detailed discussion
✔️ New problems based on latest CSIR-NET trends
✔️ Important formulas & quick derivations ✍️
The list of topics which have been covered in this course is given as follows:
|
No. |
Title |
|
Lec-1 |
Dimensional Analysis |
|
Lec-2 |
Gradient, Level Surface and Unit Normal |
|
Lec-3 |
Line, Surface, and Volume Integrals and related Theorems |
|
Lec-4 |
The Coordinate Systems: Cartesian, Spherical Polar, Plane Polar, and Cylindrical Polar |
|
Lec-5 |
The Dirac Delta Function and Levi-Civita Symbol |
|
Lec-6 |
Eigen Values, Eigen Vectors, and Cayley Hamilton Theorem |
|
Lec-7 |
Similarity Transformation and Diagonalization of Matrix |
|
Lec-8 |
Linear ordinary differential equations of first and second order |
|
Lec-9 |
Cauchy-Euler Differential Equation |
|
Lec-10 |
Special Functions: Legendre, Bessel, Hermite and Laguerre |
|
Lec-11 |
Fourier Transforms |
|
Lec-12 |
Laplace Transforms |
|
Lec-13 |
Analytic Function, Taylor, and Laurent series |
|
Lec-14 |
Cauchy's Theorem, Singularities, Residue Theorem |
|
Lec-15 |
Evaluation of Integrals using Complex Analysis |
|
Lec-16 |
Random Variables and Probability Distribution |
|
Lec-17 |
Green’s function |
|
Lec-18 |
Important Numerical Techniques |
|
Lec-19 |
Stability analysis |
|
Lec-20 |
Phase Space Dynamics |
|
Lec-21 |
Central force motions |
|
Lec-22 |
Virial Theorem |
|
Lec-23 |
Rigid body dynamics: Moment of Inertia |
|
Lec-24 |
Angular Momentum and Inertia Tensor |
|
Lec-25 |
Lagrangian and Hamiltonian formalism-Part 1 |
|
Lec-26 |
Lagrangian and Hamiltonian formalism-Part 2 |
|
Lec-27 |
Canonical Transformations |
|
Lec-28 |
Poisson Brackets |
|
Lec-29 |
Periodic motion: small oscillations, normal modes |
|
Lec-30 |
Special Theory of Relativity (STR) |
|
Lec-31 |
….. |
|
Lec-… |
….. continuing |
|
Lec-… |
….. |
|
Lec-82 |
The Zeeman Effect |
|
Lec-83 |
Molecular Physics: Rotational Spectroscopy |
|
Lec-84 |
Molecular Physics: Vibrational Spectroscopy |
|
Lec-85 |
Raman Effect |
|
Lec-86 |
Einstein A & B coefficients and Lasers |
|
Lec-87 |
Elements of Crystallography |
|
Lec-88 |
Diffraction and the Structure Factor |
|
Lec-89 |
Bonding of Solids |
|
Lec-90 |
Specific Heat |
|
Lec-91 |
Lattice Vibrations |
|
Lec-92 |
Conductivity, Mobility and Effective Mass |
|
Lec-93 |
Superconductivity |
|
Lec-94 |
Basic Nuclear Properties |
|
Lec-95 |
Liquid Drop Model: Semi-empirical Mass Formula |
|
Lec-96 |
Shell Model, Nordheim’s Rule, and Collective Model |
|
Lec-97 |
Radioactivity |
|
Lec-98 |
Alpha and Beta Decay |
|
Lec-99 |
Nuclear Fission and Fusion |
|
Lec-100 |
Particle Physics |
⚡ Key Features (Physics Hub Advantage)
📺 Live + Recorded Video Lectures
📘 PDF Class Notes + Short Notes for revision
📝 Topic-wise Assignments (exam-level)
💡 Tricks & shortcuts to improve numerical speed
🧠 Dedicated problem-solving sessions
📱 Access on mobile, laptop, tablet
⬇️ Offline viewing via app
💬 WhatsApp doubt support (24×7)
🔁 Unlimited access till course validity
👉 Focus is on accuracy + speed + smart selection, which are crucial for CSIR-NET
🎯 Who Should Join?
✔️ Serious aspirants targeting CSIR-NET December 2026
✔️ Students who want structured revision in limited time
✔️ Those aiming for JRF / LS with 120+ marks
✔️ Anyone struggling with what to study & what to skip
💡 Why This Course Works
Most students fail not due to lack of knowledge, but due to poor topic selection and lack of practice. This course eliminates both by focusing only on high-return topics with deep problem coverage 📈
👉 Enroll Now (6-Month Course):
🔗 https://tinyurl.com/Top100-6-Months
🔥 Physics Hub — Where Smart Strategy Meets Rank-Oriented Preparation
CSIR-NET December 2026 Physical Sciences (6-Month Crash Course) Course on Top 100 Most Important Topics
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