Quarterly of Applied Mathematics, Volume 28Brown University, Division of Applied Mathematics, 1970 - Mathematics |
Contents
On an almost periodic Mathieu equation 205 | 135 |
The general problem of long waves on a rotating earth | 167 |
Some properties of solutions of initialvalue problems associated | 391 |
3 other sections not shown
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Common terms and phrases
analytic applied assume asymptotic axis Bessel functions boundary conditions boundary value problem bounded coefficients components consider constant constitutive equations coordinates corresponding curves defined deformation denote derived determined differential equation diffraction displacement distribution eigenvalues elastic energy equilibrium expression field finite flow fluid given Green's function incompressible integral equation introduce Lemma linear Math mathematical Mech method motion nonlinear obtained parameter perturbation plane plate positive potential random regime relations saddle point satisfy sech˛ selfadjoint shear shells singular solution solved strain strain tensor stream function stress surface symmetric T₁ temperature tensor theorem theory transform U₁ variables variational principles vector velocity wave yields zero αβ αξ λο μ˛ ду дх