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E-raamat: Newtonian Dynamics: An Introduction

(The University of Texas, Austin, USA)
  • Formaat: PDF+DRM
  • Ilmumisaeg: 24-Dec-2021
  • Kirjastus: CRC Press
  • Keel: eng
  • ISBN-13: 9781000509533
  • Formaat - PDF+DRM
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  • Formaat: PDF+DRM
  • Ilmumisaeg: 24-Dec-2021
  • Kirjastus: CRC Press
  • Keel: eng
  • ISBN-13: 9781000509533

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This textbook provides a comprehensive review of Newtonian dynamics at a level suitable for undergraduate physics students. It demonstrates that Newton’s three laws of motion, combined with a few simple force laws, not only can describe the motions of everyday objects observed on the surface of the Earth, but can also account for the motions of celestial objects seen in the sky. It helps bridge the problematic transition between elementary physics courses and upper-division physics courses. The book starts off at a level suitable for undergraduate (freshman) physics students and very gradually increases, until, toward the end, it approaches (but does not quite reach) a level characteristic of a graduate (senior) physics course.

Each chapter of the book ends with a large number of numerical and analytical exercises and, in all appropriate cases, the final answers to the exercises are specified. The large number of exercises will allow students to accurately test their understanding of the material presented in the book, ideal for students who are self-studying or are taking classes remotely.

Key Features:

  • Provides a brief and accessible introduction to a complex topic
  • Contains a more thorough treatment of the motions of heavenly bodies than conventional elementary mechanics texts
    • Provides a wealth of end-of-chapter exercises to test understanding
  • Richard Fitzpatrick

    is a Professor of physics at the University of Texas at Austin, USA, where he has been a faculty member since 1994. He is a member of the Royal Astronomical Society, a fellow of the American Physical Society, and the author of several textbooks.



    This textbook provides a comprehensive review of Newtonian dynamics at a level suitable for undergraduate physics students. 

    Preface
    Acknowledgements

    Measurement and Units
    Mks Units
    Standard Prefixes
    Other Units.
    Dimensional Analysis
    Experimental Errors
    Exercises

    Motion in One Dimension
    Introduction
    Displacement
    Velocity
    Acceleration
    Motion with Constant Velocity
    Motion with Constant Acceleration
    Useful Results
    Free-Fall Under Gravity
    Exercises

    Motion in Three Dimensions
    Introduction
    Vector Mathematics
    Scalars and Vectors
    Vector Algebra
    Cartesian Components of a Vector
    Coordinate Transformations
    Scalar Product
    Vector Product
    Vector Displacement, Velocity, and Acceleration
    Motion with Constant Velocity
    Motion with Constant Acceleration
    Projectile Motion
    Relative Velocity
    Exercises

    Newton's Laws of Motion
    Introduction
    Newton's First Law of Motion
    Newton's Second Law of Motion
    Measurement of Force
    Newton's Third Law of Motion
    Mass, Weight, and Reaction
    Block Resting on Earth's Surface
    Block in an Elevator
    Suspended Masses
    Block Suspended by a Single Cable
    Block Suspended by Three Cables
    Two Blocks Suspended by Five Cables
    Many Blocks Suspended by Many Cables
    Catenary
    Suspension Bridge
    Cable-Pulley Systems
    Simple Pulley
    Compound Pulley
    Table Pulley
    Atwood Machine
    Velocity-Dependent Forces
    Friction
    Inclined Planes
    Smooth Planes
    Rough Planes
    Frames of Reference
    Exercises

    Conservation of Energy
    Introduction
    Energy Conservation During Free-Fall
    Work
    Conservative and Non-Conservative Force-Fields
    Potential Energy
    Hooke's Law
    Motion in a General One-Dimensional Potential
    Power
    Exercises

    Conservation of Momentum
    Introduction
    Two-Component Systems
    Hot-Air Balloon
    Cannon and Cannonball
    Multi-Component Systems
    Explosion of Krypton
    Rocket Science
    Impulses
    Bouncing Ball
    One-Dimensional Collisions
    Elastic Collisions
    Totally Inelastic Collisions
    Inelastic Collisions
    Two-Dimensional Collisions
    Exercises

    Circular Motion
    Introduction
    Uniform Circular Motion
    Centripetal Acceleration
    Rotating Weight on the End of a Cable
    Banked Curve
    Conical Pendulum
    Non-Uniform Circular Motion
    Vertical Pendulum
    Motion on Curved Surfaces
    Fairground Ride
    Skier on a Hemispherical Mountain
    Exercises

    Rotational Motion
    Introduction
    Rigid Body Rotation
    Is Rotation a Vector?
    Center of Mass
    Centroid of Regular Pyramid
    Moment of Inertia
    Perpendicular Axis Theorem
    Parallel Axis Theorem
    Moment of Inertia of a Circular Disk
    Standard Moments of Inertia
    Torque
    Power and Work
    Translational Motion Versus Rotational Motion
    Unwinding Pulley
    Physics of Baseball Bats
    Combined Translational and Rotational Motion
    Cylinder Rolling Down a Rough Incline
    Exercises

    Angular Momentum
    Introduction
    Angular Momentum of a Point Particle
    Angular Momentum of an Extended Object
    Angular Momentum of a Multi-Component System
    Conservation of Angular Momentum
    Two Movable Weights on a Rotating Rod
    Figure Skater
    Bullet Striking a Pivoted Rod
    Spinning Top
    Exercises

    Statics
    Introduction
    Principles of Statics
    Equilibrium of a Laminar Object
    Rods and Cables
    Horizontal Rod Suspended from Two Cables
    Pivoting Horizontal Rod Supported by a Cable
    Ladders and Walls
    Jointed Rods
    Tipping or Sliding?
    Exercises

    Oscillatory Motion
    Introduction
    Simple Harmonic Motion
    Torsion Pendulum
    Simple Pendulum
    Compound Pendulum
    Exercises

    Rotating Reference Frames
    Introduction
    Rotating Reference Frames
    Centrifugal Acceleration
    Coriolis Force
    Foucault Pendulum
    Exercises

    Newtonian Gravity
    Introduction
    Universal Gravity
    Surface Gravity
    Gravitational Potential Energy
    Escape Velocity
    Circular Orbits
    Lunar Orbital Period
    Geostationary Satellites
    Exercises

    Orbital Motion
    Introduction
    Kepler's Laws
    Planetary Equations of Motion
    Conic Sections
    Kepler's Second Law
    Kepler's First Law
    Kepler's Third Law
    Orbital Parameters
    Orbital Energies
    Transfer Orbits
    Low-Eccentricity Orbits
    Two-Body Dynamics
    Binary Star Systems
    Exercises

    Gravitational Potential Theory
    Introduction
    Gravitational Potential
    Axially-Symmetric Mass Distributions
    Gravitational Potential due to a Uniform Sphere
    Gravitational Potential Outside a Uniform Spheroid
    Rotational Flattening
    Rotational Flattening of Earth
    Tidal Elongation
    Tidal Elongation of Earth due to Moon
    Tidal Elongation of Earth due to Sun
    Ocean Tides
    Luni-Solar Precession
    Exercises

    Useful Mathematics
    Calculus
    Series Expansions
    Trigonometric Identities
    Hyperbolic Identities
    Complex Identities
    Vector Identities

    Bibliography
    Index

    Richard Fitzpatrick is a Professor of physics at the University of Texas at Austin, USA, where he has been a faculty member since 1994. He is a member of the Royal Astronomical Society, a fellow of the American Physical Society, and the author of several textbooks.