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_aLinear and nonlinear waves _fG. B. Whitham,... |
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_aNew York _aChichester _aBrisbane [etc.] _cJohn Wiley & Sons |
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| 214 | 4 | _dC 1974 | |
| 215 |
_a1 vol. (XVI-636 p.) _cill. _d23 cm |
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| 225 | 2 |
_aPure and applied mathematics _ea Wiley-Interscience series of texts, monographs, and tracts |
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| 300 | _a"A Wiley-Interscience publication" | ||
| 320 | _aBibliogr. p. 621-628. Index | ||
| 359 | 2 |
_c1, Introduction and general outline _bPart I, Hyperbolic waves _c2, Waves and first order equations _c3, Specific problems _c4, Burgers' equation _c5, Hyperbolic systems _c6, Gas dynamics _c7, The wave equation _c8, Shock dynamics _c9, The propagation of weak shocks _c10, Wave hierarchies _bPart II, Dispersive waves _c11, Linear dispersive waves _c12, Wave patterns _c13, Water waves _c14, Nonlinear dispersion and the variational method _c15, Group velocities, instability, and higher order dispersion _c16, Applications of the nonlinear theory _c17, Exact solutions; interacting solitary waves. |
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| 410 |
_0038874164 _tPure and applied mathematics (John Wiley & Sons. Unnumbered) _x0079-8185 |
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_0169718263 _tLinear and nonlinear waves _bRessource électronique _fG.B. Whitham,... _cNew York _nJ. Wiley _d[2011] _sPure and applied mathematics |
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_3027284263 _aLogique _302723875X _xMathématiques _2rameau |
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_3027820599 _aMouvement ondulatoire, Théorie du _2rameau |
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