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Physics with Calculus
Reference material by Wikibooks contributors. This retains its source identity and is not 411 news reporting.
This textbook is designed for use with first- and second-year college level physics for engineers and scientists. While the content is not mathematically complicated or very advanced, the students are expected to be familiar with differential calculus and some integral calculus.
Unlike the Modern Physics textbook, this textbook will stay with the traditional order in presentation of topics in mechanics, thermodynamics, electromagnetism, and geometric optics. These consist the first two semesters and perhaps first few weeks of the third semester. The topics in modern physics, which can be covered during the third semester in the remaining time, can be presented or read in any order.
In keeping with maintaining the orthodox order, we will also maintain the traditional chapter-section organization. A few suggested break points between semesters are shown below as well. These break points are marked by a horizontal line between chapters.
(Note to editors: For the purpose of hierarchical organization, at least until the organization of the book is settled down, it should be: "Physics with Calculus/General Topic/Specific Topic", where "General Topic" is any of the following: Mechanics, Thermodynamics, Waves, Electromagnetism, Optics, Modern. No additional "general topic" should be necessary. "Specific Topic" is what it sounds like it is. It can be as specific as necessary, such as "Conservation of Angular Momentum in Spin-Orbit Coupling", or as general as necessary, such as "Newton's Laws". More specific information, such as ordering of chapters will be kept in this module only. This should minimize the need to rename books each time one section moves from one chapter to another, without the unclear "Part I" or "Unit I".)
Introductions
Introduction to Textbook
Introduction to Physics (general)
Introduction for Engineers
Introduction for Chemists
Introduction for Geologists
Introduction for Biologists
Introduction for Mathematicians
Newtonian mechanics: force, motion, and waves
Measurement
The SI Unit System
Scalar and Vector Quantities
Significant Figures
Kinematics
Motion in One Dimension
Motion in Two Dimensions
Projectile Motion
Relative Motion
Velocity and Acceleration
Newton's Laws
Newton's First Law
Newton's Second Law
Newton's Third Law
Center of Mass
Linear Motion and Statics
Problems
Energy
Work and Energy
Energy and Conservation of Energy
Gravity
Newton's Law of Gravitation and Weight
Gravitational Potential Energy
Other Topics
Momentum and Conservation of Momentum
Rotational Motion
Linear-Rotational Analogs
Fluid Mechanics
Harmonic Motion, Waves, and Sounds
Thermodynamics
Pressure and Temperature
The Ideal Gas
Intensive and Extensive Properties
Entropy
Electromagnetism
Electric Charge and Coulomb's Law
Electric Fields
Continuous Charge Distributions
Gauss' Law
Voltage
Field Energy
Capacitance, Inductance, LRC Circuits
Current and Circuits
Resistance
Magnetic fields
Ampere's Law
Electromagnetic Induction
AC Circuits
Maxwell's Equations
Electromagnetic Waves
Optics
Light
Geometric Optics
Wave Properties of Light
Modern Physics
Relativity
Special Relativity
Quantum Mechanics
Atoms
The Bohr Model
The Schroedinger Equation
Indices and appendices
Glossary
Appendix 1: Derivatives
Appendix 2: Examples of Derivatives
See Also
Simple Nature, an online physics textbook released under a CC BY-SA license.
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