Wall effects in cavity flow. II
Authors:
G. Birkhoff, M. Plesset and N. Simmons
Journal:
Quart. Appl. Math. 9 (1952), 413-421
MSC:
Primary 76.1X
DOI:
https://doi.org/10.1090/qam/44278
MathSciNet review:
44278
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References |
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Additional Information
D. P. Riabouchinsky, Proc. London Math. Soc. (2) 19, 202-215 (1920).
- K. Mitchell, Tables of the function $\int ^z_0(-{\rm log}|1-y|/y) dy$ with an account of some properties of this and related functions, Philos. Mag. (7) 40 (1949), 351–368. MR 30294
H. Reichardt, Die Gesetzmäszigkeinten der Kavitationsblasen an umströmten Rotationskörpern, Report UM 6628 of the Kaiser-Wilhelm-Institut für Strömungsferschung, Göttingen, Oct. 1945.
D. P. Riabouchinsky, Proc. London Math. Soc. (2) 19, 202-215 (1920).
K. Mitchell, Tables of the function $\int {{o^z} - {y^{ - 1}}\log } \left | {1 - \left . y \right |} \right .$ dy with an account of some properties of this and related functions. Phil. Mag. (7), 40, 351-368 (1949).
H. Reichardt, Die Gesetzmäszigkeinten der Kavitationsblasen an umströmten Rotationskörpern, Report UM 6628 of the Kaiser-Wilhelm-Institut für Strömungsferschung, Göttingen, Oct. 1945.
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Article copyright:
© Copyright 1952
American Mathematical Society
