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The effectiveness of the method is demonstrated by presenting a numerical example of a non-linear system subject to stochastic ground acceleration.
We formulate this algorithm for spatiotemporal systems governed by stochastic diffusion equations and demonstrate its feasibility by presenting a numerical simulation designed to imitate the situation of the generation of electroencephalographic recordings by the human cortex.
We examine our results by presenting a numerical example.
Let us conclude our analysis by presenting a numerical example of how the incentive-compatible fresh start policy may be designed in the redistribution framework that we have just analysed.
We begin by presenting a numerical investigation of the properties of the objective function f (x) in the search space hyper boxes where we perform local optimization.
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In this paper, by using the direct method of calculating periodic wave solutions proposed by Akira Nakamura, we present a numerical process to calculate the 3-periodic wave solutions to several KdV-type equations: the Korteweg de Vries equation, the Sawada Koterra equation, the Boussinesq equation, the Ito equation, the Hietarinta equation and the (2+1 -dimensional Kadomtsev–Petviashvili equation.
This study presents a numerical cycle-by-cycle investigation into the piston tribo-dynamics characteristics and friction loss during the Spark Ignition (SI) engine cold- and warm-start based on a coupled piston tribo-dynamics model system.
In this section, we present a numerical simulation by taking the illustration of production of heat transfer equipment (HTE) discussed in the 'Background' section.
Then, we construct a numerical scheme for this model and validate the approach by presenting various numerical tests.
In Section 8, we illustrate the method by presenting two numerical examples with exact solutions and also one example without an exact solution.
The usefulness of the method is illustrated by presenting numerical results from a computationally intensive application example.
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