transport equation वाक्य
उदाहरण वाक्य
मोबाइल
- Line techniques circumvent the problems associated with the discretization of the transport equation by not tracking the interface in a cell explicitly.
- They proposed a method for calculating dissipative thermomagnetic currents in quantized magnetic fields, when the usual transport equation is not applicable.
- The standard Boltzmann Transport Equation is obtained when the non-local terms on the LHS disappear in the limit of slow spatial variations.
- Within this third generation of models, the spectral wave transport equation is used to describe the change in wave spectrum over changing topography.
- Operator splitting, as this technique is known, uses appropriate numerical techniques to solve the reaction and transport equations at each time step.
- In the higher order differencing schemes, as the name suggests, the convective transport equation is discretized with higher order or blended differencing schemes.
- This involves computing exact or approximate solutions of the transport equation, and there are various forms of the transport equation that have been studied.
- This involves computing exact or approximate solutions of the transport equation, and there are various forms of the transport equation that have been studied.
- The conditional closure model solves the transport equations for the mean components of the flow properties without considering the fluctuating composition of the reaction mixture.
- The conservation equation for E _ f can be obtained by multiplying the filtered momentum transport equation by \ overline { u _ i } to yield:
- Also the mixture fraction f is linearly related to ? , so it is also a passive scalar and obeys the scalar transport equation.
- Assuming the phonon transport is diffusive and Boltzmann transport equation ( BTE ) is valid, nanowire thermal conductance " G ( T ) " can be defined as:
- Complex transport equations must be solved to determine the time and spatial response of charges, for example, the Boltzmann equation or the Fokker Planck equation or the Navier Stokes equations.
- At yet larger length scales ( mesoscale, involving many mean free paths ), the Boltzmann transport equation ( BTE ) which is based on the classical Hamiltonian-statistical mechanics is applied.
- He developed the projection operator formalism, which made it possible to derive irreversible transport equations ( such as the Boltzmann equation and other master equations ) from reversible microscopic quantum mechanical dynamic equations.
- The Boltzmann transport equation has been found to be very useful in simulations of electron transport in lightly doped semiconductors ( in transistors ), where the electrons are indeed analogous to a rarefied gas.
- For instance, in the transport equation, which describes a number of different transport phenomena, terms are separated into " convective " and " diffusive " effects, with " convective " meaning purely advective in context.
- For example, in real materials, complex transport equations must be solved to determine the time and spatial response of charges, for example, the Boltzmann equation or the Fokker Planck equation or the Navier-Stokes equations.
- The evolution of the m-th fluid in a system on n fluids is governed by the transport equation ( actually the same equation that has to be fulfilled by the level set method distance function \ phi ):
- The transport equation can be applied to a given part of phase space ( time t, energy E, location \ mathbf { r }, and direction of travel \ mathbf { \ hat { \ Omega } } ).
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