Classical Mechanics Handwritten Notes pdf bsc msc download

Classical Mechanics Handwritten Notes PDF

Free Classical Mechanics notes pdf are provided here for Classical Mechanics students so that they can prepare and score high marks in their Classical Mechanics exam.

In these free Classical Mechanics notes pdf, we will study problem-solving ability and develops an understanding of physical problems. The emphasis of these notes is to enhance the understanding of Classical Mechanics (Lagrangian and Hamiltonian Approach).

We have provided complete Classical Mechanics handwritten notes pdf for any university student of BCA, MCA, B.Sc, B.Tech, M.Tech branch to enhance more knowledge about the subject and to score better marks in their Classical Mechanics exam.

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Topics in our Classical Mechanics Notes PDF

The topics we will cover in these Classical mechanics notes for bsc pdf will be taken from the following list:

Classical Mechanics of Point Particles: Review of Newtonian Mechanics; Application to the motion of a charge particle in external electric and magnetic fields- motion in uniform electric field, magnetic field- gyroradius and gyro-frequency, motion in crossed electric and magnetic fields. Degrees of freedom of a system, Generalized coordinates, and velocities. Hamilton’s Principle, Lagrangian and Lagrange’s equations of motion of one- dimensional simple harmonic oscillators, falling body in uniform gravity. Cyclic coordinates. Canonical momenta & Hamiltonian. Hamilton’s equations of motion. Comparison of Newtonian, Lagrangian, and Hamiltonian mechanics. Applications of Hamiltonian mechanics: Hamiltonian for a simple harmonic oscillator, solution of Hamilton’s equations for simple harmonic oscillations (1-D), particle in a Central Force Field – conservation of angular momentum and energy.

Small Amplitude Oscillations: Minima of potential energy and points of stable equilibrium, small amplitude oscillations about the minimum, normal modes of longitudinal simple harmonic oscillations (maximum 3 masses connected by 4 springs). Kinetic energy (T) and potential energy (V) in terms of normal co-ordinates. T and V matrices: finding eigen-frequencies and eigen-vectors using these matrices.

Special Theory of Relativity: Postulates of Special Theory of Relativity. Lorentz Transformations. Minkowski space. The invariant interval, light cone, and world lines. Space-time diagrams: Time-dilation, Length contraction, Simultaneity.

Four -vectors: space-like, time-like, and light-like. Four-displacement four-velocity, four acceleration four-space. Four-momentum and energy-momentum relation. Doppler effect from a 4-vector perspective. Application to two-body decay of an unstable particle. Metric tensor and alternating tensors and their properties.

Fluid Dynamics: Density ? and pressure P in a fluid, an element of fluid and its velocity, continuity equation and mass conservation, stream-lined motion, laminar flow, Poiseuille’s equation for flow of a liquid through a pipe. Analogy between liquid flow and current flow, rate of liquid flow through capillaries in series and in parallel combination. Navier Stoke’s equation, Reynolds number.

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