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Several physical systems in condensed matter have been modeled approximating their constituent particles as hard objects.
The model is verified by comparing the predicted frequency response with measured data for several physical systems.
CAs have been applied successfully to the simulation of several physical systems and processes, and have been extensively used as a very large-scale integrated (VLSI) architecture.
Cellular automata (CAs) have been applied successfully to the simulation of several physical systems and processes, and have been extensively used as VLSI architecture.
Hence, in this chapter, we will explore and study a mathematical approach aimed directly at dealing with several physical systems that are coupled in feedback.
Several physical systems, such as nonrelativistic and relativistic magnetohydrodynamics (MHD), radiation MHD, electromagnetics, and incompressible hydrodynamics, satisfy Stoke's law type equations for the divergence-free evolution of vector fields.
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Additionally, the storage virtualization technique makes it possible to produce a virtualized disk in the 'disk pool' which was created by drawing unused disks left in the several physical storage systems.
Several simplified physical systems are considered and new closed-form solutions for symmetric and asymmetric engine-mounting systems are developed.
The general theory has application to the analysis of size spectra of atmosphere aerosols undergoing simultaneous coagulation, turbulent diffusion, and growth by gas-to-particle condensation, to the analysis of size spectra during grinding processes, and to several other physical systems of interest.
In particular, Kirchhoff's equation models several physical and biological systems, we refer to [1] for more details.
Similar nonlocal problems also model several physical and biological systems where u describes a process that depends on the average of itself, for example, the population density; see [2, 3].
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