Solitary Waves in Compressible Media
Solitary Waves in Compressible Media
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In our eReader you can find the full English version of the book. Read Solitary Waves in Compressible Media 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 Solitary Waves in Compressible Media
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, Solitary VJave Solution, , 71 5, An E::ample 79 Bibliography 82 Appendix I. Solution of the Linearized Equations in Part 1 83 Appendix II. Solution of the . Linearized Equations in, . .
Part III. . , .... , , . . 89 Figures 9^ n- rl CiL b . F i , , au:u2, i*5 Part I. Polytropic Compressible Media 1. Introduction The main purpose of this v;ork is to extend Peters and Stoker's scheme [1] to the study of solitary waves in gravi- tating, polytropic or isothermal compressible media of infinite or ...finite depth. These are steady two-dimensional flows over a plane level bottom with a free surface which may or may not be at infinity. The solitary waves are waves of permanent type moving with constant velocity in the horizontal direction, and the vertical displacement of the stream lines has only a single crest or trough and tends to the equilibrium state at infinity. An interesting outline of the history and many physical aspects of the solitary wave problem have been given in [1]. As a supplementary note to the bibliography cited there v;e vjould like to mention that the problem of a solitary wave in an incompressible medium of non-uniform primary veloc- ity distribution has been solved recently by Benjamin [2].
What to read after Solitary Waves in Compressible Media?
You can find similar books in the "Read Also" column, or choose other free books by M C Shen to read onlineMoreLess
To quickly assess the difficulty of the text, read a short excerpt:
, Solitary VJave Solution, , 71 5, An E::ample 79 Bibliography 82 Appendix I. Solution of the Linearized Equations in Part 1 83 Appendix II. Solution of the . Linearized Equations in, . .
Part III. . , .... , , . . 89 Figures 9^ n- rl CiL b . F i , , au:u2, i*5 Part I. Polytropic Compressible Media 1. Introduction The main purpose of this v;ork is to extend Peters and Stoker's scheme [1] to the study of solitary waves in gravi- tating, polytropic or isothermal compressible media of infinite or ...finite depth. These are steady two-dimensional flows over a plane level bottom with a free surface which may or may not be at infinity. The solitary waves are waves of permanent type moving with constant velocity in the horizontal direction, and the vertical displacement of the stream lines has only a single crest or trough and tends to the equilibrium state at infinity. An interesting outline of the history and many physical aspects of the solitary wave problem have been given in [1]. As a supplementary note to the bibliography cited there v;e vjould like to mention that the problem of a solitary wave in an incompressible medium of non-uniform primary veloc- ity distribution has been solved recently by Benjamin [2].
What to read after Solitary Waves in Compressible Media?
You can find similar books in the "Read Also" column, or choose other free books by M C Shen to read onlineMoreLess
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