Enter your keyword

Stability Analysis

In this section we are providing pdf of Stability Analysis. We discuss stable equilibrium unstable equilibrium. We also discuss Phase Diagram which includes phase portrait of different potential such as harmonic oscillator, simple pendulum, free particle and other different type of potential. We also discuss different energy diagram and concept of classical allowed and forbidden reason. We try to explain concept of one dimensional Small Oscillations (Harmonic Oscillator) through Tylor expansion about stable equilibrium point.

Newton's Laws of Motion

In this section we are providing pdf of Newton's Laws which includes, Newton's Laws of Motion, Free Body Diagram, Application of Newton’s Law of Motion, The Motion in Two Dimensional in Polar Coordinate

Equation of Motion & Variable Mass System

In this section we are providing pdf of Equation of Motion and Variable Mass which includes, Equation of Motion, Variable Mass and Momentum

Central Force and Kepler’s System

In this section we are providing pdf of Central Force and Kepler’s System which includes, Central Force, Kepler’s Potential, Two Body Problem

Centre of Mass and Moment of Inertia

In this section we are providing pdf of Centre of Mass and Moment of Inertia which includes, Centre of Mass, Rigid Body Dynamics, Moment of Inertia, Moment of Inertia Tensor

Linear Momentum And Energy

In this section we are providing pdf of Linear Momentum of Energy of Inertia which includes, Linear Momentum, Conservation of Momentum, Energy, Work Energy Theorem, Energy Conservation Theorem, Gravitation Force, Spring Force, Conservation of Momentum and Collision, Perfectly Inelastic Collision in One Dimension, Two-Dimensional Motion

Rotational Dynamics

In this section we are providing pdf of Rotational Dynamics of Energy of Inertia which includes, Angular Momentum Due to Particle, Kinetic Energy of Rigid Body, Torque, Newton’s Law of Motion for Rigid Body

Enquiry Form

Please enable JavaScript in your browser to complete this form.