Elastic collision in 1-D and special cases, inelastic collision in one dimension and its special cases
Course Material
- vectors, Rectangular components of vectors , rectangular components in 3-D, direction cosines of vector
- spherical polar coordinates, Multiplication of two vecotrs,characterization of scalar product,
- vector product, characterization of vector product, scalar triple product, vector triple product
- Line integral of vector,surface integral of vector,velocity and acceleration and its cartesian components,
- Gradient of scalar function, Formula of gradient,physical significance, Mathematical relation for gradient of scalar function level surfaces,of gradient
- Divergence of vector function, Mathematical relation for divergence of vector field, physical significance, Mathematical relation of divergence of vector
- Divergence interms of its rectangular components, curl of vector, physicals significance, mathematical relation for curl
- Newton's laws of motion, 1st, 2nd and 3rd law, motion of connceted bodies,Atwood machine
- conical pendulum,time period of revolution,friction , static and kinetic friction
- Rotor, Drag force,Projectile motion, equation of trajectory, horizontal range , time of flight and max height
- collision , elastic and inelastic, Linear momentum,Impulse momentum theorem,law of conservation of linear momentum
- Elastic collision in 1-D and special cases, inelastic collision in one dimension and its special cases
- Chapters 12
- Department Physics
- Teacher
Dr. Yasir Zaman
