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These equations are solved by use of the Schmidt method.
Problems with fracture of essential sensor structures are solved by use of a wafer protection tape.
These equations are solved by use of a meso-scale fixed Cartesian grid whose cell is larger than individual particles.
The first order differential equations obtained for each control volume are solved by use of a fully explicit scheme using a fourth order Runge Kutta algorithm.
For testing of generated grids, single phase simulations of an industrial air rotary vane compressor are solved by use of commercial CFD solvers FLUENT and CFX.
The formulated large-scale MP problems are solved by use of the powerful generic MP problem solver CPLEX® (commercial product of IBM ILOG).
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These coupled equations are solved by using Newton's method.
These are solved by using an explicit finite difference method.
These equations are solved by using a MATLAB code using functions of matrices.
The governing partial differential equations (PDEs) are solved by using first- and second-order numerical methods.
The resulting systems of ordinary differential equations are solved by using SSP-RK54 scheme.
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