Anomalous Transport Arising From Nonlinear Resistive Pressure Driven Modes in a
Anomalous Transport Arising From Nonlinear Resistive Pressure Driven Modes in a
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In our eReader you can find the full English version of the book. Read Anomalous Transport Arising From Nonlinear Resistive Pressure Driven Modes in a Online - link to read the book on full screen. Our eReader also allows you to upload and read Pdf, Txt, ePub and fb2 books. In the Mini eReder on the page below you can quickly view all pages of the book - Read Book Anomalous Transport Arising From Nonlinear Resistive Pressure Driven Modes in a
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) - Pq - ' —5 (7-20) (Y-1) /Tq ^2 near D - D^^. Here we used Eqs. (3-20) and (3-26) to relate to . Equation (7-20) gives the dependence of the anomalous heat flux -Pq on the parameter D, which we have been after in this section.
In summary, we have derived the dependence of the anomalous heat flux on the parameter D, which is proportional to the mean pressure gradient p^. Since this derivation is based on a small amplitude expansion, the result is correct only when D is slightly larger than t ...he linear stability limit D^. In this region, it is found that the anomalous heat flux is linear with (D-D^^). The dependence on other parameters R, M and x af"e, however, not apparent in our results since the expression of the anomalous heat transport given in Eq. (7-20) is a functional of the linear marginal modes, which depend on R, M and x implicitly.
When the parameter D is much larger than the linear stability limit D^^, the nonlinearity of the system is so strong that we need numerical calculations to estimate the anomalous heat transport.
What to read after Anomalous Transport Arising From Nonlinear Resistive Pressure Driven Modes in a?
You can find similar books in the "Read Also" column, or choose other free books by Satoshi Hamaguchi to read onlineMoreLess
To quickly assess the difficulty of the text, read a short excerpt:
) - Pq - ' —5 (7-20) (Y-1) /Tq ^2 near D - D^^. Here we used Eqs. (3-20) and (3-26) to relate
In summary, we have derived the dependence of the anomalous heat flux on the parameter D, which is proportional to the mean pressure gradient p^. Since this derivation is based on a small amplitude expansion, the result is correct only when D is slightly larger than t
When the parameter D is much larger than the linear stability limit D^^, the nonlinearity of the system is so strong that we need numerical calculations to estimate the anomalous heat transport.
What to read after Anomalous Transport Arising From Nonlinear Resistive Pressure Driven Modes in a?
You can find similar books in the "Read Also" column, or choose other free books by Satoshi Hamaguchi to read onlineMoreLess
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