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The MILP model is coded in Matlab®.
The model is coded and solved using a computational fluid dynamic software package CFX4 by AEAT to simulate the two-dimensional, isothermal flow in a riser reactor.
The proposed new mathematical model is coded in finite element code and its results are compared with previous published suitable results.
Combining with the dynamic model of aircraft, the theoretical model is coded by MATLAB to finish arresting simulation on aircraft B737-900ER and B727-100.
The analytical model is coded by MATLAB to offer an efficient analytical tool to study the influence of critical parameters including aircraft weight, material compressive strength and arrestor system configuration on the optimal design of different foamed concrete arrestor systems.
Overall, the software quality, verification, and validation procedure ensures that the new model is coded correctly, that it properly interacts with the rest of CTF, and that it can be used to model real-world data for turbulent single-phase flow.
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The model was coded in FORTRAN and run on a cluster of workstations.
In the finite element analysis the mode-dependent failure criterion Hashin failure criterion and Reddy's sudden material property degradation model are coded using ANSYS-APDL and a progressive failure analysis code is developed.
The mathematical model was coded in Matlab © and effects of the different geometric parameters on pressure drop in the header and on the size of the header have been reported.
The KT solar radiation model was coded in the MATLAB-based environment to compute the monthly solar radiation values.
The model was coded in GAMS software version 24 without time limitation and a high performance computer are used to optimally solve the problem on an Intel® Core™ i7 3.3 GHz CPU and 16 GB RAM.
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