Selected ETH Polymer Physics publications

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Article    A.N. Gorban, V.M. Silantyev
Riabouchinsky flow with partially penetrable obstacle
Math. Comput. Model. 35 (2002) 1365-1370
An explicitly solvable Riabouchinsky model with a partially penetrable obstacle is introduced. This model applied to the estimation of the efficiency of free flow turbines allows us to take into account the pressure drop past the lamina.


for LaTeX users
@article{ANGorban2002-35,
 author = {A. N. Gorban and V. M. Silantyev},
 title = {Riabouchinsky flow with partially penetrable obstacle},
 journal = {Math. Comput. Model.},
 volume = {35},
 pages = {1365-1370},
 year = {2002}
}

\bibitem{ANGorban2002-35} A.N. Gorban, V.M. Silantyev,
Riabouchinsky flow with partially penetrable obstacle,
Math. Comput. Model. {\bf 35} (2002) 1365-1370.

ANGorban2002-35
A.N. Gorban, V.M. Silantyev
Riabouchinsky flow with partially penetrable obstacle
Math. Comput. Model.,35,2002,1365-1370


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