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Lattice Boltzmann magnetohydrodynamics is extended to allow the resistivity to be a prescribed function of the local current density.
To this end, a variable-domain beam finite element the size of which is a prescribed function of time is formulated in Part I.
We consider cases when the boundaries move according to a prescribed function of time and when the boundaries of embedded bodies move according to the surface stress exerted by the fluid.
Assuming a prescribed function shape, for example a Gaussian, this further allows to depict the crystal size distribution (CSD) as a function of time or of the spatial position in the crystallization reactor.
where f(x) is a prescribed function.
Let (M,〈·,·〉 be a complete Riemannian surface and (kappa : M to mathbb {R}) be a prescribed function.
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Under the hypothesis that the prescribed function satisfies a flatness condition of order (beta=n), we give a complete description of the lack of compactness of the problem and we provide an existence result in terms of an Euler-Hopf index.
However, the compatible formulation utilizes two definitions of zone volume: the first is the usual definition whereby the volume of a zone is defined as some prescribed function of the coordinates of the points that define it; the second is given as the integration in time of the continuity equation for zone volume as expressed in Lagrangian form.
Model-free reinforcement learning and nonlinear model predictive control are two different approaches for controlling a dynamic system in an optimal way according to a prescribed cost function.
This method is analytic rather than synthetic, that is, a trial design must first exist in order to be analysed unlike synthesis methods where the starting point is a prescribed transfer function from which a design is synthesised.
These authors use the SIR model to study optimal controls, i.e., controls that minimize a prescribed objective function.
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