Doing Physics with Scientific Notebook A Problem Solving Approach
Download Doing Physics with Scientific Notebook A Problem Solving Approach By Joseph Gallant Book.The goal of this book is to teach undergraduate students how to use Scientific Notebook (SNB) to solve physics problems. SNB software combines word processing and mathematics in standard notation with the power of symbolic computation. As its name implies, SNB can be used as a notebook in which students set up a math or science problem, write and solve equations, and analyze and discuss their results.
Written by a physics teacher with over 20 years experience, this text includes topics that have educational value, fit within the typical physics curriculum, and show the benefits of using SNB.
This easy-to-read text:
- Provides step-by-step instructions for using Scientific Notebook (SNB) to solve physics problems
- Features examples in almost every section to enhance the reader’s understanding of the relevant physics and to provide detailed instructions on using SNB
- Follows the traditional physics curriculum, so it can be used to supplement teaching at all levels of undergraduate physics
- Includes many problems taken from the author’s class notes and research
“Doing Physics with Scientific Notebook A Problem Solving Approach By Joseph Gallant Book Free Download”
Book Details:
Doing Physics with Scientific Notebook A Problem Solving Approach | |
Language | English |
File Type | |
PDF Pages | 522 |
Author | Joseph Gallant |
File Size & Downloads | Size 4.1 MB |
Table Of Content:
The Basics
Physics à la mode: Math or Text
Creating Mathematical Expressions
Evaluate and Evaluate Numerically
Scientific Notation
Substitution and Endpoint Evaluation
Solving Equations
Solve Exact
Solve Numeric
Systems of Equations
The Compute Menu
Simplify and Expand
Factor
Rewrite and Combine
Check Equality
Polynomials
Power Series
Definitions
Other Good Stuff
Computing In-place
Making Assumptions About Variables
Limits
A Few Words About Calculus
Units
Converting Units
User-Defined Units
Plotting
Plot 2D Rectangular
Other 2-Dimensional Plots
Plot 3D Rectangular
Cylindrical and Spherical Plots
Plotting Data
Fitting a Curve to Data
Differential Equations
Solve ODE Exact and Laplace
Solve ODE Numeric
Problems
2 One-Dimensional Kinematics
Constant Acceleration
Displacement and Position
Velocity and Acceleration
Equations of Motion
Signs of the Times
Free Fall
Varying Acceleration
Displacement, Velocity, and Acceleration
Equations of Motion
Gravity and Air Resistance
Resisting Air Resistance is Futile
Long-Distance Free Fall
Problems
3 Vectors
Components of a Vector
Magnitude and Direction
Adding Vectors
The Component Method
The SNB Method
The Graphing Method
Unit Vectors
Multiplying Vectors
Dot Product
Cross Product
Problems
4 Projectile Motion
No Air Resistance
Trajectory
Time of Flight
Maximum Height
Linear Air Resistance
Trajectory
Time of Flight and Range
Maximum Height
Turn Off the Air!
Turn Down the Air!
Quadratic Air Resistance
Height-Dependent Air Resistance
Problems
5 Newton’s Laws of Motion
Newton’s First Law
Newton’s Second Law for Constant Forces
Newton’s Second Law for Varying Forces
Time-Dependent Forces
Velocity-Dependent Forces
Position-Dependent Forces
Newton’s Third Law
Problems
6 Conservation Laws
Definitions
Conservation of Energy
Work
The Work-Energy Theorem
Potential Energy
Mechanical Energy is Conserved
A Complete Bookkeeping
Conservation of Momentum
Collisions in 1-Dimension
Collisions in 2-Dimensions
Rockets
Deep Space
Launch
Air Resistance
Varying Gravity and Air Resistance
Problems
7 Circular Motion
Uniform Circular Motion
The Rotating Umbrella
Rotational Kinematics
The Compact Disk
Newton’s Second Law and Circular Motion
Uniform Circular Motion and the 2nd Law
Non-Uniform Circular Motion and the 2nd Law
Sliding on a Sphere
Problems
8 Harmonic Motion
Simple Harmonic Motion, Simply
Energy and SHM
Not-Quite-as-Simple Harmonic Motion
Energy and SHM, Again
Damped Harmonic Motion
Underdamped (β^{2} < ω^{2}_{})
Critically Damped (β^{2} = ω^{2}_{})
Overdamped (β^{2} > ω^{2}_{})
Driven Harmonic Motion
Constant Driving Force, no Damping
Sinusoidal Driving Force, no Damping
Constant Driving Force with Damping
Sinusoidal Driving Force with Damping
Small Oscillations
Not-so-Simple Harmonic Motion
Problems
9 Central Forces
Equations of Motion
Newtonian Gravitation
Kepler’s Laws
The Effective Potential
Two Special Forces
The 3-d Harmonic Oscillator
The Inverse-Square Force
Numerical Stuff
Problems
10 Fluids
Density and Pressure
Static Fluids
Buoyancy
Fluids in Motion
Bernoulli’s Equation
Applications of Bernoulli’s Equation
A More Realistic Approach
Flow in a Pipe
Stokes’ Law
Problems
11 Temperature and Heat
Temperature Scales
Absolute Temperature
Heat and Work
Heat Flow
Change in Temperature: Specific Heat
Change in State: Latent Heat
Calorimetry
Varying Specific Heat
The Specific Heat of Solids
Problems
12 Special Relativity
The Two Postulates
The Consequences
Time Dilation
Length Contraction
Addition of Velocities
Simultaneity
The Lorentz Transformation
Space-Time
Relativistic Momentum and Energy
Relativistic Collisions
Relativistic Dynamics
Four-Vectors
Problems
A Topics in Classical Physics
Newton’s Nose-Cone Problem
Simple Shapes
Frusta and Fudges
Newton’s Minimizer
Indented Tips and the Minimizer
The Shape of the Eiffel Tower
An Interesting Classical Orbit
Fisher’s Crystal
Problems
B Topics in Modern Physics
The Tale of the Traveling Triplets
Trip 1: Constance goes to Vega
Relativistic Interlude: Constant Acceleration
Trip 2: Axel goes to Vega
What happens on the way to Vega…
Orbits in General Relativity
Angular Momentum
Precessing Ellipses and Periodic Orbits
Be the Ball: Embedding Diagrams
Classical Lifetime of a Hydrogen Atom
Missed It By That Much
Can Special Relativity Save the Day?
Quantum Mechanical Bound States
Infinite Square Well (“Particle in a Box”)
Finite Square Well
V-shaped Linear Well
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