Feel da Physics: JEE Advanced SHM Problem Solving Session

Описание: Video Overview:
In this video, we dive deep into advanced-level problems on Simple Harmonic Motion (SHM) specifically tailored for JEE Advanced aspirants. We cover conceptual clarity and step-by-step mathematical derivations for complex scenarios.
What you will learn:
Torsional Pendulums: How to calculate the moment of inertia and angular frequency (\omega) for a system with point masses on a rigid rod [00:31].
Center of Mass Applications: Finding the pivot point and R_1, R_2 distances for non-uniform mass distributions [01:50].
Phase Space & Graphs: Analyzing Momentum (P) vs. Displacement (X) graphs to determine maximum velocity, amplitude, and energy relations [06:46].
JEE Advanced PYQs: Detailed breakdown of recent year questions, focusing on ratios of energy (E_1/E_2) and angular frequencies [10:31].
Key Timestamps:
[00:12] - Question 1: Torsional Pendulum with 20g and 30g masses.
[01:23] - Calculating Moment of Inertia for the rod system.
[05:44] - Finding the value of for angular frequency.
[06:17] - Question 2: Two independent harmonic oscillators (JEE Advanced problem).
[07:23] - Understanding Momentum (P) vs. X graphs in SHM.
[11:28] - Comparing Energy (E_1/E_2) and Frequency ratios.
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