Weeks | Topics |
1 |
Standards of Length, Mass and Time, Dimensional Analysis, Conversion of Units, Significant Figures
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2 |
The Displacement, Average Velocity and Speed, Instantaneous Velocity, Instantaneous Speed. Acceleration, Motion with Constant Acceleration in One Dimension, Freely Falling Bodies
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3 |
Coordinate Systems, Vectors and Scalars, Some Properties of Vectors, Components of a Vector and Unit Vectors. Dot and Cross product of two vector.
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4 |
The Displacement, Velocity and Acceleration in Two Dimensions, Motion with Constant Acceleration in Two Dimensions. Projectile Motion, Uniform Circular Motion, Tangential and Radial Acceleration, Relative Velocity and Relative Acceleration
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5 |
The Concept of Force, Newton’s First Law and Inertial Frames, Mass, Newton’s Second Law, Gravitational Force and Weight.
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6 |
Newton’s Third Law, Some Applications of Newton’s Laws, Friction Force
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7 |
Circular Motion. Application of Newton’s Second Law to Uniform. Nonuniform Circular Motion.
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8 |
Motion in Accelerating Frames, Motion under Damping Forces, Work Done by a Constant Force. Work Done by a Varying Force, Kinetic Energy and Work-Kinetic Energy Theorem, Power
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9 |
Potential Energy, Conservative and Non-conservative Forces, Conservative Forces and Potential Energy, Conservation of Mechanical Energy, Work Done by Non-conservative Forces, Relation between Conservative Force and Energy
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10 |
Linear Momentum and Its Conservation, Impulse and Linear Momentum, Collisions, Elastic and Inelastic Collisions in One Dimension
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11 |
Collisions in Two Dimensions, The Center of Mass, Motion of a System of Particles, Rocket Motion
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12 |
Angular Displacement, Angular Velocity and Angular Acceleration, Rotational Motion with a Constant Angular Acceleration, Relationships Between Angular and Linear Quantities, Rotational Energy, Calculations of Moments of Inertia
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13 |
Torque, Relation Between Tork and Angular Acceleration, Work and Energy in Rotational Motion
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14 |
Computational approximation for mechanical systems
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