《Bessel Functions For Engineers Second Edition》
作者 | 编者 |
---|---|
出版 | At The Clarendon Press |
参考页数 | 239 |
出版时间 | 1955(求助前请核对) 目录预览 |
ISBN号 | 无 — 求助条款 |
PDF编号 | 812589068(仅供预览,未存储实际文件) |
求助格式 | 扫描PDF(若分多册发行,每次仅能受理1册) |

Ⅰ.SHORT HISTORICAL INTRODUCTION;FUNCTIONS OF THE FIRST THREE KINDS OF ORDER ZERO,J0(z),Y0(z),H(1),(2)0(z);APPLICATIONS1
Ⅱ.FUNCTIONS OF THE FIRST THREE KINDS OF ORDER v,Jv(z),Yv(z),H(1),(2)v(z);CYLINDER FUNCTIONS;ZEROS OF Jv(z);WRONSKIAN RELATION;APPLICATIONS22
Ⅲ.EXPANSIONS IN BESSEL FUNCTIONS;INTEGRATION;APPLICATIONS55
Ⅳ.STRUVE FUNCTIONS;INTEGRALS INVOLVING BESSEL,STRUVE,AND CIRCULAR FUNCTIONS;COMPLEX VARIABLE;ASYMPTOTIC EXPANSIONS;APPLICATIONS74
Ⅴ.LOMMEL INTEGRALS FOR PRODUCTS OF TWO BESSEL FUNCTIONS;APPLICATIONS102
Ⅵ.THE MODIFIED FUNCTIONS Iv(z) AND Kv(z);APPLICATIONS113
Ⅶ.BER,BEI,KER,KEI,HER,HEI,YER,YEI,STER,AND STEI FUNCTIONS137
Ⅷ.APPLICATION OF BER,BEI,KER,AND KEI FUNCTIONS153
APPENDIX Ⅰ.GAMMA AND HYPERGEOMETRIC FUNCTIONS177
APPENDIX Ⅱ.CONVERGENCE,DIFFERENTIATION AND INTEGRATION OF INFINITE SERIES TERM BY TERM182
APPENDIX Ⅲ.SINGULAR POINTS OF BESSEL'S EQUATION,AND OF ITS SOLUTIONS185
MISCELLANEOUS PROBLEMS187
LIST OF 367 FORMULAE190
TABLES215
REFERENCES231
INDEX237
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