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- W2011054617 abstract "The heat transport in the presence of a viscous flow and a magnetic field is studied for a rarefied polyatomic gas enclosed between infinite parallel plates. The total viscomagnetic heat flux is the sum of a bulk and a surface heat flux. According to moment equations of the Waldmann- Snider kinetic equation, the bulk heat flux is due to gradients of pressure (i. e. second order derivatives of flow velocity) and of tensor polarization. For the tensor polarization a second order differential equation is solved with boundary conditions obtained by Waldmann's thermodynamic method. This method also supplies an ansatz for the surface heat flux. In a thermally isolated box the viscomagnetic heat flux gives rise to a temperature gradient in y-direction if the magnetic field is in z-direction and the gas is flowing in x-direction. The bulk contributions to this transverse temperature gradient have already been given by Levi, McCourt and Beenakker. Now, the surface contributions and the total effect are studied quantitatively for some gases. In particular, it is discussed how a new surface parameter could be determined from future experimental data" @default.
- W2011054617 created "2016-06-24" @default.
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- W2011054617 date "1976-06-01" @default.
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- W2011054617 title "Theory of the Viscomagnetic Heat Flux" @default.
- W2011054617 doi "https://doi.org/10.1515/zna-1976-0604" @default.
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