The pendulum: a case study in physics
The Pendulum: A Case Study in Physics is a unique book in several ways. Firstly, it is a comprensive quantitative study of one physical system, the pendulum, from the viewpoint of elementary and more advanced classical physics, modern chaotic dynamics, and quantum mechanics. In addition, coupled pendulums and pendulum analogs of superconducting devices are also discussed. Secondly, this book treats the physics of the pendulum within a historical and cultural context, showing for example that the pendulum has been intimately connected with studies of the earth's density, the earth's motion and timekeeping. While primarily a physics book, the work provides significant added interest through the use of relevant cultural and historical vignettes. This approach offers an alternative to the usual modern physics courses. The text is amply illustrated and augmented by exercises at the end of each chapter.
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Pendulums somewhat simple
Pendulums less simple
The Foucault pendulum
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The Pendulum:A Case Study in Physics: A Case Study in Physics
Gregory L. Baker,James A. Blackburn
No preview available - 2005
acceleration amplitude angle angular displacement angular velocity apparatus approximation attractor balls behavior Botafumeiro calculated chaotic motion chaotic pendulum chaotic systems Chapter circuit classical complex components constant coordinates coupled pendulums cycloid damping density diagram differential equation dimension dimensionless dulum dynamics earth effect electrons equation of motion example experimental fixed point forcing Foucault pendulum Fourier fractal frequency function Galileo graph gravitational Huygens increases initial conditions Josephson junction laminar length linearized pendulum Lyapunov exponent magnetic mass mathematical Mathieu equation measure Newton's cradle observed orbit pair pallet parameters pendulum bob pendulum clock pendulum's motion period phase space physics plane of oscillation Poincare section position pumping quantum mechanics quantum pendulum real pendulum relatively resonant result rotation shown in Fig simple pendulum simulation sinusoidal solution spring stable manifold superconducting suspension fiber swing synchronization temperature term torque torsion pendulum torsion spring voltage wire zero