Science By Simulation - Volume 2: Models Of Classical Physics
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€137.99
A01=Andrew French
Anamorphic Projections
Angular Momentum
Author_Andrew French
Boltzmann statistics
Brachistochrone
Brewster Angle
Calculus
Calculus of Variations
Capacitors
Category=PHD
Category=PHU
Catenary
Classical Physics
Code
Computer Simulation
Conservation of Charge
Conservation of Energy
Conservation of Momentum
Cyclotron
Derivations
Dipoles
Electric Fields
Electromagnetic Induction
Electromagnetic Waves
Electromagnetism
Engineering
Entropy
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Fermat's Principle
Ferromagnetism
Fresnel and Fraunhofer Diffraction
Fresnel Equations
Geometric Optics
graphs
Heat Engines
Impedance
Inclined Planes
Inductors
Interference
Ising/Metropolis Model
IsingMetropolis Model
Lagrangian Mechanics
Lenses
Magnetic Fields
Magnetism
Mass-spectrometer
Mathematical Modelling
Mathematics
MATLAB
Maxwell's Equations
Maxwell-Boltzmann Speed Distribution
Mechanics
Moments of Inertia
Momentum
Newton's Laws
Optics
Paramagnetism
Physics
Pre-University
Projectiles
Python
Random Walks
Resistors
Resonance
Rolling
Science
Second Law of Thermodynamics
Snell's Law
Thermodynamics
Transformers
Undergraduate
Vector Calculus
Vectors
Waves
Product details
- ISBN 9781800616660
- Publication Date: 23 Oct 2025
- Publisher: World Scientific Europe Ltd
- Publication City/Country: GB
- Product Form: Hardback
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Models of Classical Physics is the second volume of Science by Simulation. It is a recipe book of mathematical models that can be enlivened by the transmutation of equations into computer code. In this volume, the examples represent the standard canon of Classical Physics (Mechanics, Thermodynamics, Waves and Optics, Electromagnetism) and are based upon paradigm problems and systems that all pre-university and undergraduate STEM students should have the opportunity to experience and, in time, master.Rather than the 'what' of Science, this book is aimed at the 'how', providing guidance that can be readily applied to projects by students and professionals. Written in a friendly style based upon the author's expertise in teaching and pedagogy, this mathematically rigorous book is designed for readers to follow arguments step by step with stand-alone chapters (and indeed sections) which can be read independently. This approach will provide a tangible and accessible context for the development of a wide range of interconnected mathematical ideas and computing methods that underpin the practice of Science, and Physics in particular.
