Computational Methods in Classical and Quantum PhysicsMichael Buchanan Hooper, Institute of Physics (Great Britain). Computational Physics Group, Institute of Mathematics and Its Applications |
Contents
Calculation of twophase compressible flow in a network | 18 |
Variational methods and the indirect design of channels | 49 |
Nonspherical bubble collapse in an ideal fluid P J Fielding | 66 |
Copyright | |
17 other sections not shown
Other editions - View all
Common terms and phrases
acceleration accuracy algebraic algorithm analytic applied approximation atomic axis block boundary conditions calculation cavity charge sharing coarse coarse-mesh coefficients components computational physics convergence coordinates Culham density deuteron developed difference equations diffusion distribution effects eigenvalue eigenvectors electric field energy error example field lines fine-mesh finite difference flow fluid flux Fortran function given grid points heat initial integral iteration J. C. Taylor J. P. Christiansen K. V. Roberts Killeen linear magnetic field mathematical matrix mesh points method momentum needle neutron nodes nonlinear obtained OLYMPUS operator optimal over-relaxation parameters partial differential equations particles Phys plasma plasma physics potential pressure problem radial radius reactor rebalancing recurrence relation reference force region scheme Schrödinger equation simulation solution solved surface Taylor series techniques tion Tokamak toroidal turbulence values variables vector velocity wave zero