The 3-D poisson's equation with eight boundary conditions is solved analytically and an analytical threshold model for tri-gate Si MOSFET device is developed.
The nonlinear governing equation, in association with complicated moving boundary conditions, is solved iteratively through incremental loading using an updated Lagrangian approach.
Contact of flat, cylindrical and wedge indenter on a finite thickness layer obeying couple stress elasticity and bonded to a rigid base under plane strain conditions is solved.
In this paper, the factors influencing the consumption of equipment spare parts are considered, the consumption characteristics of equipment spare parts are analyzed, and the consumption prediction of spare parts under small sample conditions is solved by engineering analysis method.
The multiple-point boundary value problem constituted by the differential equations together with the imposed boundary conditions is solved numerically by direct integration using the 'multi-segment method' of integration.
The coupled system of nonlinear partial differential equations, comprising mapping, continuity, momentum, and energy equations and the appropriate boundary conditions, is solved using the finite-element method in two-dimensional domains.
