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Two-dimensional unsteady equations with the relevant boundary conditions have been solved using finite volume method.
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The simultaneous set of partial differential equations – two mass transport equations and the Poisson equation – have been solved using finite-elements.
The governing equations are solved using finite volume methods.
The governing equations are solved using finite difference method.
The three dimensional governing equations (continuity, momentum and energy) were solved using finite volume method (FVM).
The governing equation and boundary conditions are solved using finite difference method.
The equations were solved using finite differences method by writing a FORTRAN code.
Two-dimensional Navier Stokes, energy and volume fraction equations are solved using finite volume discretization method.
Generic, simplified equations of transport for sap and carbohydrates are solved using finite element analysis.
The contact problem is solved using finite element method both in 2D and 3D with friction.
Resulting partial differential equation system was solved using finite difference methods and matrix manipulation techniques.
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