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This paper is focused on the numerical program.
We used a partial differential equation to model the charging circuit, and a numerical program to calculate the charging current curve.
The analysis process is performed by a numerical program based on boundary element method (BEM).
A numerical program is written for the case of small dimensionality of the phase variable.
Such models can be generated automatically from the given numerical program by a source transformation technique known as automatic differentiation.
A theoretical model is set up and then a numerical program is developed to analyze the cycle performance.
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Such numerical programs are applied to better understand complex fluid flow and heat transfer phenomena.
Our approach is used to automatically generate adjoint code for numerical programs by semantic source transformation.
Numerical programming will be required for this course, so familiarity with MATLAB, R, numerical python, or an equivalent will be necessary.
In this study, an efficient response surface method is suggested for geotechnical reliability analysis using existing numerical programs.
The treatment shows that the Hall condition for general curved boundaries is inherent in the equations and can be implemented in numerical programs with little effort.
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