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Numerical Solution of Ordinary Differential Equations:

for Classical, Relativistic and Nano Systems
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John Wiley & Sons, 26/set/2008 - 216 pagine
This work meets the need for an affordable textbook that helps in understanding numerical solutions of ODE. Carefully structured by an experienced textbook author, it provides a survey of ODE for various applications, both classical and modern, including such special applications as relativistic systems. The examples are carefully explained and compiled into an algorithm, each of which is presented independent of a specific programming language. Each chapter is rounded off with exercises.
  

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Numerical solution of ordinary differential equations: for classical ...
Numerical solution of ordinary differential equations: for classical ...
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Parole e frasi comuni

2006 WILEY-VCH Verlag 2200 point trajectory Algorithm approximate asymptotically stable boundary value problem calculation Chapter coefficients Compare your results Consider constant covariant Cusped path decimal places diagonal elements difference equation Donald Greenspan Copyright Equations for Classical Euler’s method exact solution Example find the numerical follows formulas with h g x g given hF(xi,yi implies initial data initial value problem KGaA Kutta’s formulas lab frame leap frog formulas linear Lorentz transformation molecular molecules motion N-body problem Nano Systems Newtonian numerical method numerical solution one’s Ordinary Differential Equations oscillator particles path of P1 primary vortex Relativistic and Nano rocket frame Runge–Kutta formulas Runge–Kutta methods second-order showing 2200 points shown in Figure Solution of Ordinary solve special relativity Step Taylor expansion Theorem 7.1 unique solution unstable velocity vk+1 Weinheim ISBN xk+1 XY plane yi+1 yi+2 yields

Informazioni sull'autore (2008)

Donald Greenspan is Professor of Mathematics at the University of Texas, where he received the Distinguished Research Award in 1983. An experienced lecturer, he has authored 200 papers and 14 books, many of them textbooks on computational mathematics. His assignments included positions at Harvard, Stanford, Berkeley and Princeton.

Informazioni bibliografiche

QR code for Numerical Solution of Ordinary Differential Equations
TitoloNumerical Solution of Ordinary Differential Equations: for Classical, Relativistic and Nano Systems
Physics textbook
AutoreDonald Greenspan
EditoreJohn Wiley & Sons, 2008
ISBN3527618783, 9783527618781
Lunghezza216 pagine
  
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