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Basic Intro Course for Physics (AI Based) , DoAS (MIRRC)
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Module 2
Rotational Dynamics and Oscillations
1
Moment of Inertia: Integration Method
Calculate the moment of inertia for continuous rigid bodies using integration.
2
Rotational Dynamics: Torque and Angular Momentum
Apply the rotational analogues of Newton's laws to solve problems involving torque and angular momentum.
3
Understanding Rolling Motion Without Slipping
Analyze the dynamics of rolling motion without slipping.
4
Angular Momentum Conservation in Complex Systems
Solve problems involving conservation of angular momentum in complex systems.
5
Deriving the Equation of Motion for SHM
Derive and solve the equation of motion for simple harmonic motion (SHM) from physical principles.
6
Damped Harmonic Motion: Regimes and Analysis
Analyze damped harmonic oscillators in underdamped, overdamped, and critically damped regimes.
7
Driven, Damped Harmonic Oscillators and Resonance in Engineering
Analyze driven, damped harmonic oscillators, derive resonance conditions, and apply to engineering systems.
8
Coupled Oscillators: Normal Modes & Frequencies
Solve for the normal modes and frequencies of coupled oscillator systems.
Previous module
Foundations of Calculus-Based Mechanics
Next module
Analytical Mechanics