Therefore, the development of numerical methods to solve variable-order fractional differential equations is an actual and important problem.
The techniques for the numerical schemes and related numerical analysis can be applied to solve variable-order fractional (in space and/or in time) partial differential equations.
This paper describes a new method for solving variable density incompressible viscous flows.
A condition is not only strict LMI condition without quality constraint but also avoid a singularity trouble caused by the superfluous solved variable.
The requirement for interfacial mesh refinement can be detected swiftly, without the need of thickness information, equation solving, variable averaging or mesh repairing.
Compared with traditional wavelet finite element method, MWFEM method can achieve more accurate vibration analysis results because it interpolates all the solving variables at one time, which makes the MWFEM-based method to improve the accuracy in quantitative crack identification.
Another problem with the coupled simulation is that the ranges of the three solved variables (V, n and p) are very different, and their variations differ significantly within the BioFET.
Phrases like "maximising the full potential of the sector" and "comprehensive strategic review" are prime examples of the way the language of business is a form of dehumanization, wherein real, living, breathing human beings are nothing more than problems to be solved, variables in a system.
They used four peak aggregation methods to take advantage of and solve high variable collinearity.
It is widely used to solve multiple variable problems in different biotechnological processes [ 13, 23– 27].
Stanford's machine is currently able to solve 100-variable problems with any arbitrary set of connections between variables, and it has been tested on thousands of scenarios.
