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The solution of the problem in the physical domain is obtained numerically using a numerical method for the inversion of the Laplace transform based on Fourier expansion techniques.
Here, this is obtained by using a numerical method.
Instead, the solution is found using a numerical method.
In this paper, we study the general m × n fuzzy linear system using a numerical method.
The adsorption-desorption process in a chromatographic column is simulated by using a numerical method.
But considering the fact that this paper focuses on the investigation of loading variable factors to eigenbeams, we provide an alternative solution using a numerical method as follows.
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We used a numerical method to investigate this process.
Therefore, we have used a numerical method to solve such a complex mathematical problem relating to the piston manufacturing plant.
We use a numerical method based on the classical difference scheme and the piecewise uniform mesh of Shishkin-type [3].
In the second category, Fok et al. used a numerical method (i.e., Jacobian-based) to solve the IK of the whole body [14].
We use a numerical method based on finite-difference analogues of fundamental conservation laws for solving atmospheric hydrodynamic equations.
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