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The Spalart-Allmaras one-equation turbulence model is used.
      
In this paper, a method where a dynamic equation of intermittency combining with a two-equation k-ω turbulence model is described.
      
Assessment of linear and non-linear two-equation turbulence models for aerothermal turbomachinery flows
      
Three linear two-equation turbulence models k - ε, k - ω and k - 1 and a non-linear k - 1 model are used for aerodynamic and thermal turbine flow prediction.
      
The rate-equation approach is used to describe sequential tunneling through a molecular junction in the Coulomb blockade regime.
      
Rate-equation calculations of the current flow through two-site molecular device and DNA-based junction
      
Here we present the calculations of incoherent current flowing through the two-site molecular device as well as the DNA-based junction within the rate-equation approach.
      
In addition, thek-∈ two-equation model and the Fluctuation-Spectrum-Random-Trajectory Model (FSRT Model) are used to simulate the flow field and heat transfer of the gasphase and the solid-phase, respectively.
      
Rate-equation-based VCSEL thermal model and simulation
      
In this paper, we present a simple thermal model of Vertical-Cavity Surface-Emitting Laser (VCSEL) light-current (LI) characteristics based on the rate-equation.
      
starting from the Golay-equation, extended to situations of appreciable pressure drop by Giddings.
      
A rigorous full-wave double vector-integral-equation method is used to determine the properties of microstrip dipoles including antenna gain, radiation patterns, and input impedance.
      
To understand the gas flow distribution in the flue, Navier-Stokes equation with "κ-ε" two-equation turbulence model was adopted and the simulation on the gas flow was performed.
      
Mathematical geophone (MG) and equal-time stacking (ETS) principles are used to implement seismic prestack forward modeling with irregular surfaces using the one-way acoustic wave-equation.
      
An accurate and wide-angle one-way propagator for wavefield extrapolation is an important topic for research on wave-equation prestack depth migration in the presence of large and rapid velocity variations.
      
Adopting a description by means of birth and death processes we establish the master-equation, and proceed to the Fokker-Planck equation.
      
Solution of the Pauli-equation for neutrons in varying magnetic fields and its application to reflection and transmission at hel
      
For the case of helical fields the general solution of the Pauli-equation is given.
      
A kinetic Gaussian model is formulated using a master-equation description similar to the kinetic Ising model.
      
Starting from the Fokker-Planck-equation for the model and using an appropriate series expansion for the probability density, solutions for the frequency dependent conductivity are given.
      
 

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