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In this paper we develop a novel numerical method to verify the solvability of the problem for left invertible systems and further construct a desired solution.
Therefore, the present study aims to develop a novel numerical model of a thermal throttling engine to address its features through holding a comparison against the conventional mechanical throttling.
We develop a novel numerical method to price American options on a discount bond under the Cox Ingrosll Ross (CIR) model which is governed by a partial differential complementarity problem.
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In the present study, we developed a novel numerical analysis approach for estimation of the in-vivo stresses of the central region of the mitral valve anterior leaflet (MVAL) delimited by a sonocrystal transducer array.
This paper develops a novel numerical methodology for the simulation of these isolated processes, particularly in compressive fields, such that the resulting non-linear macroscopic behaviour can be predicted.
Yang et al. [11] developed a novel numerical scheme for solving fourth-order partial integro-differential equation with a weakly singular kernel.
The purpose of this article is to integrate the graphics processing unit (GPU) technology with the locally-one-dimension (LOD) numerical method for solving partial differential equations, and to develop a novel 3D numerical parallel diffusion algorithm (GNPD) in cylindrical coordinates based on GPU technology, which can be used in the neuromuscular junction research.
The goal of this work is to develop a novel splitting approach for the numerical solution of multiscale problems involving the coupling between Stokes equations and ODE systems, as often encountered in blood flow modeling applications.
We develop a novel optimized finite-difference scheme for numerical scalar-wave modeling to control dispersion errors not only in space but also in time.
Develop a novel framework for the risk assessment of microplastics.
We develop and validate a novel numerical algorithm for the simulation of axisymmetric single-phase fluid flow phenomena in porous and permeable media.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com