University Physics I: Notes and Exercises Calculus Based Physics
Publisher: Bookboon
Published: 2013
ISBN-13: 9788740311648
Table of contents: title: Introduction to Mechanics; title: Measurement; title: Significant Figures; title: Conversion of Units; title: Dimensional Analysis; title: Order of Magnitude Calculation; title: Brief Review of Trigonometry; title: Coordinate Systems; title: Motion in One Dimension; title: Brief Review of calculus; title: Motion Variables; title: Uniformly Accelerated Motion; title: Motion under Gravity; title: Motion Graphs; title: Vectors; title: Adding Vectors Graphically; title: Adding Vectors Analytically; title: Unit Vectors; title: Dot Product; title: Cross Product; title: Motion in Two Dimensions; title: Two Dimensional Motion Variables; title: Uniformly Accelerated Motion; title: Projectile Motion; title: Uniform Circular Motion; title: Non Uniform Circular Motion; title: Relative Velocity; title: Newton’s Laws of Motion; title: Types of Forces; title: Solving Force Problems; title: Statics; title: Dynamics; title: Circular Motion and Applications of Newton’s Second Law; title: Polar Unit Vectors; title: Circular Motion in terms of Polar Coordinates; title: Examples of Applications of Newton’s Second Law to Circular Motion; title: Work and Energy; title: Work done by a Variable Force in one Dimension; title: Work done by a Variable Force in two Dimensions; title: Work done by the Force due to a Spring; title: Work-Kinetic Energy Theorem; title: Power; title: Potential Energy and Conservation of Mechanical Energy; title: Conservative Force; title: Gravitational Potential Energy; title: Elastic Potential Energy; title: Conditions of Equilibrium; title: Central Forces; title: Conservation of Mechanical Energy; title: Work done by non-Conservative Forces; title: Momentum and Collisions; title: Conservation of Momentum; title: One Dimensional Collision; title: Completely Inelastic Collisions; title: The Ballistic Pendulum; title: Completely Elastic Collisions; title: Two Dimensional (Glancing) Collisions; title: Center of mass; title: Rotation of a Rigid Object about a Fixed Axis; title: Angles; title: Angular Motion Variables; title: Relationship between Linear and Angular Variables; title: Uniformly Accelerated Angular Motion; title: Moment of Inertia; title: Rotational Kinetic Energy; title: Moment of Inertia of Solid Objects; title: The Parallel axis Theorem; title: Rolling Motion; title: Torque and Angular Momentum; title: Net Torque; title: Torque as a cross product; title: Relationship between torque and Angular Acceleration for a Rotation about a Fixed Axis; title: Work Done by Torque for a Rotation about a Fixed Axis; title: Work-Kinetic Energy Theorem for Work done by Torque; title: Angular Momentum; title: Conservation of Angular Momentum; title: Static Equilibrium; title: Torque due to Weight; title: Solids and Fluids; title: Solids; title: Fluid Statics; title: Fluid Dynamics; title: Gravitation; title: Orbits due to Gravitational Force; title: Kepler’s Laws of Planetary Motion; title: Gravitational Field; title: Gravitational Potential Energy; title: Conservation of Mechanical Energy; title: Kinetic and Mechanical Energy of Objects in Orbit; title: Escape Velocity; title: Oscillatory Motion; title: Simple Harmonic Motion; title: Energy of a Harmonic Oscillator; title: An object attached to a spring; title: A Simple pendulum; title: Physical Pendulum; title: Torsional Pendulum; title: Brief review of Homogenous second order Differential Equations with Constant Coefficients; title: Damped Harmonic Motion