Exact(6)
The CUSP (Convective Upwind and Split Pressure) scheme is used to provide necessary artificial dissipation without contaminating the solution.
We present a low voltage low power architecture for an integrated current conveyor (CCII) topology, designed to decrease the stand-by power dissipation without affecting the CCII transient performance.
However, results obtained by the Roe solver agree well with the theoretical energy spectrum scaling providing a marginal dissipation without showing any pile-up at a cost of around 30% increase in computational time.
In contrast to many recent studies that attempt to minimize cache leakage by exploiting architectural-level information, this chapter introduces two compiler-assisted approaches to manage the cache leakage dissipation without significant impact on either performance or the dynamic energy consumption.
This allows for decent heat dissipation without breaking the bank.
Electrostatic force can be calculated based on the principle of energy dissipation, without any approximate treatment used, but there are very stringent requirements for experimental conditions, and ultrahigh vacuum and ultrahigh pulse environments are required to ensure a very high signal-to-noise ratio.
Similar(54)
A comparative analysis of the test results for the slipping connection and the non-slipping connection shows that the slipping connection exhibited improved ductility and energy dissipation capacity without significantly reducing the ultimate bearing capacity, and most of the energy was dissipated from the slip.
This approach can be used for fast system energy dissipation estimation without accurate functional description or realization of the system.
However, the difficulty with this approach is that it is hard to determine the amount of dissipation needed without causing unnecessary smearing.
In this paper we consider an initial value problem of the 2D MHD equations with velocity dissipation and without magnetic diffusion.
We demonstrate that some specific problems of Landau Zener transitions in a qubit coupled to an environment (problems designed as dissipative) can be matched onto the frame of the original problem without dissipation, providing an appropriate Lie algebra.
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