β Scribed by J.H Gittus
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π SIMILAR VOLUMES
An approximation technique is developed for the steady-state solution of the time-varying matrix Riccati equation. We show how the Newton-type algorithm of Kleinman, developed for computing the steady solution to the algebraic Riccati equation for time-invariant systems, can be extended for time-var
In this paper we show that every variational solution of the steady-state Boussinesq equations (u, p, ) with thermocapillarity e!ect on the surface of the liquid has the following regularity: u3H( ), p3H( ), 3H( ) under appropriate hypotheses on the angles of the &2-D' container (a cross-section of
We use the bivariate spline finite elements to numerically solve the steady state Navier-Stokes equations. The bivariate spline finite element space we use in this article is the space of splines of smoothness r and degree 3r over triangulated quadrangulations. The stream function formulation for th