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Owing to the analytical nature of the coupled equations, they can be solved using a mathematical solver such as MATLAB [138, 139].
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In this paper, an optimization study is carried out by means of a parametric analysis, using a mathematical model developed in the software Engineering Equation Solver.
Figure 3 Simulation of the band structure using a 1D Poisson solver (Snider Poisson-Solver:http://www.nd.edu/∼gsnider/).edu/∼gsnider/
The first is solved directly using a commercial solver.
In general, an analyst is able to solve a deterministic problem using a specific solver, for instance a commercial FE-solver or an in-house solver.
All used models were input-oriented and solved using a robust solver XA from Sunset Software Technology.
Figure 8 shows the distribution of X at T = 5 calculated using a CME solver.
The simulations are performed using high and low order finite difference solvers as well as using a pseudo-spectral solver.
In order to model the boat dynamic and energy systems, modular mathematical models were developed under Matlab®-Simulink®, using a fixed-step solver for the simulation of global model.
Numerical simulations are carried out using a finite-volume solver.
Numerical simulation of the model is performed with MATLAB using a non-stiff solver ode45.
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