【正文】 )( s i n h (,).0(,)( )(1115151211)2(2)(11)2(2)(1115????????????????????????? ?????baFFbbbaebebb ebebaF為成時當 16 .,1,0,4,0011222422011014243bbaahahbbaahbbbaa???????????????? .)( 0)(10 0)(1110)(1)2(1116 bebb beababeaebaF ? ???? ???? ??? 17 .,4,0,0,01012204221143021??????????????????bbaahhbbbbbaaaaa ).0(,)( )( 11)(101 1)(0)(117 ?? ?? ???? ? baebbb bebeaF ??? 第二 章 Benjamin Ono 方程的精確解 6 18 .,9,0,0,0211220421043021????????????????bbaahhbbbbaaaaa ).0(,)( )()( 21)(212 2)(12)(118 ?? ?? ????? ?? baebbb bebeaF ??? 19 .,4,0,0012102202404214321bbaabbaahhhbbbaaaa???????????????? ).0(,)()(02)2(2)(1002)(10)2(219 ???????????? baebebbbbebbeaF???? 20 .,1,012211021112024042432bbaabbaabbaahhhbbaaa??????????????? ).0(,)( )( 12)2(2)(1011)(21)(01)2(220 ???? ???? ??????? baebebbbb ebbebbeaF ????? 21 .4,1,0,022140204211432210bahbhhbbbbaaaaaa?????????????????? .)s i n h (12.4442121421214)2(222)(121???hFFhbaahebbeaF??????? 成為時，當 22 .4,1,02011410011102204243221abbhbababbbbhhbbaaaaa??????????????????? .)2s i n h ()23s i n h ()2s i n h (,1,1.))(02222011)(2110)(11101)(0022???????????????????? ??????aFFbbbebbbebbbbbebaF成為時當 23 .,1,00112240421043221ababhhhbbbbaaaaa????????????? ???? ).0(, 101 )(023 ?? ? babeaF ? 24 .9,0,0 ,0240421 10432210 ?????? ???????? ?? ? hhhbbb bbaaaaaa ).0(,212)3(124 ?? ??? babeaF? 25 .,4,0,0021102202404214321ababababhhhbbbaaaa???????????????? ).0(,)( )(202)(10)2(20)2(2)(1025????????????baaeaaebaeaeaaF???? 紅河學院本科畢業(yè)論文（設(shè)計） 7 26 .,1,010211221112024024432aabbaabbaabbhhhbbaaa??????????????? ).0(,)( )(21)(21)(01)2(21)2(2)(10)(126???????????????baeaaeaaebaeaeaaeaF?????? 27 .4,4,0,022224222222220411043110abhbbaabahbbbbaaaaa????????????????? ).2t a n h ().0(,)( )(2227272222)2(2)2(22)2(2)2(2227?????baFFbbbaebebb ebebaF??????? ?????成為時，當 28 .4,1,0,03220xx442110420xxabhahhbbbbbaaaaa?????????????????? ).s i n h (2).0(,4 )4(028282032323220)2(23)(28???hFFbhababa bheaeF???????????成為時，當 29 .,4,4,1,012232210022101244210412bbaaabhaabbhahhbbbbaaa?????????????? ???? ).s i n h (2).0(,4 )4(029291021212210)2(22)(29???hFFbhababa bheaeF?????????成為時，當 30 .,4,1,0,0211221322131102231024420421bbaabbaabbabaabaahhhbbbaaa????????????????????? ).(/ )(1)(1)2(22)2(11 1311)(21)2(13)3(2330??????????? ????????? ebebebbeba babaebaebaebaF 31 .,16,4,0213232101244210242210bbaaabhahhbbbbbaaaaa??????????????????? .2)2c o s h (4).0(,16 )16(0031311031313)(210)3(23)(31hhFFbhababa ebheaeF????????????????成為時，當 32 .,9,01023240422141210?????????????????bbaahhhbbbbaaaaa ).0(,)()(12)(101)2(1)3(0232 ????????? baebbb ebebF??? 33 .,1,02132223212310230140442bbaahbabababababahhbaa?????????????? /)( )(21)(0)2(12)3(333 ???? ??? ????? ebbebebbeaF).0(),( 23)2(2)(10)(1)2(22 ????? ???? baebebbebebb ???? 第二 章 Benjamin Ono 方程的精確解 8 34 .,4,012302130213021311404242bbaahbabababababahhbbaa?????????????? ).0() ) ,(/())((23)2(2)(10)(112)(1)2(01)3(334???? ???? ???? ?? baebebb ebbbebebbeaF ?????? 35 .,9,0031203212404214120babababahhhbbbaaaa???????????????? ).0(,)( )( 03)2(2)(100 2)(1)2(0)(335 ??? ??? ???? ?? baebebb bebebeaF ????? 36 .,16,02123240421041201?????????????????bbaahhhbbbbaaaaa ).0(,)( )( 22)(212)()2(2)3(1236 ???? ????? ?? baebbb eebebaF ???? 37 .16,4,042240202211431201bahbhhbbbbaaaaaa?????????????????? .)2s i n h (24.161643737442224)4(244)2(237???hFFhbaahebbeaF???????為成時，當 38 .,4,011241102240214321?????????????????ababababhhhbbaaaa ).0(,)( )( 111)(0)3(21)()(10)2(2138 ??? ??? ?????? baaeaeab eeaaeaaF ????? 39 .16,16,4,02204202242024020xx43121bahbababbaahbhhbbaaaaa?????????????????? ).1616/())(16()2(304202420240)2(22)4(2220)2(22039???????????eahaahaahaebebaaeabaF 40 .,4,021412402242024021431aabbababababhhhbbaaa??????????????? ).0(,)