Syllabus
Oscillatory Motion
Simple Harmonic Motion – Meaning and Characteristics
Differential Equation of SHM and its Solution
Velocity and Acceleration of SHM
Displacement–Time Graph
Velocity–Time Graph
Acceleration–Time Graph
Time Period and Frequency of SHM
Energy of a Simple Harmonic Oscillator
Spring–Mass System
Simple Pendulum
Compound Pendulum
Torsion Pendulum
Resultant of Two SHMs in the Same Direction
Lissajous Figures
Graphical Method for Lissajous Figures
Damping Force
Differential Equation of Damped Harmonic Oscillator
Solution of Damped Oscillator
Differential Equation of Forced Harmonic Oscillator
Solution of Forced Oscillator
Meaning and Types of Elasticity
Twisting Couple on a Cylindrical Rod/Wire
Loaded at One End
Loaded at the Centre
Determination of Modulus of Rigidity by Maxwell’s Needle
Bending of Beam
Bending Moment
External and Internal Bending Moments
Cantilever
Expression for Depression of a Loaded Beam
Introduction
Molecular Theory of Surface Tension
Surface Film
Surface Energy
Excess Pressure inside Drop and Soap Bubble
Contact Angle
Rise of Liquid in Capillary Tube
Poiseuille’s Equation
Stokes’ Law
Terminal Velocity
Critical Velocity
Reynolds Number
1. Understand the mathematical representation of simple harmonic motion using equations and graphs.
2. Relate position, velocity and acceleration in simple harmonic motion.
3. Relate the phase of motion to velocity and acceleration.
4. Apply the principles of simple harmonic motion to real-world applications.
5. Interpret stress-strain curves for different materials.
6. Differentiate between elastic and plastic deformation.
7. Understand how elasticity varies in different materials (metals, polymers, ceramics)
8. Differentiate between cohesive and adhesive forces.
9. Identify and explain the role of surface tension in everyday phenomena, such as soap bubbles, wetting
BSC Semester 2 Physics (NEP)
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