令p= 2 cosx=1.(6N)+22J.(cosm 1=】 =J,()+22(-1)”J(x) =Jo(x)-2J,(x+2J,(x-2J(x)+. 令p=0, 1=,()+22.() =J(x)+2J2(x)+2J(x)+2J(x)+. (n)-三.(np-2.(enap+三J.(小nmp =∑Jn(x)sinm-∑J-n(x)s小inm9 -(-1)-])inm=2)sin(2m+1)20 , 2 令 = ( ) ( ) 0 2 1 cos 2 cos m m x J x J x m = = + ( ) ( ) ( ) 0 2 1 2 1 m m m J x J x = = + − ( ) ( ) ( ) ( ) 0 2 4 6 = − + − + J x J x J x J x 2 2 2 令 = 0, ( ) ( ) 0 2 1 1 2 m m J x J x = = + ( ) ( ) ( ) ( ) 0 2 4 6 = + + + + J x J x J x J x 2 2 2 sin sin sin ( ) m ( ) m x J x m =− = ( ) ( ) 1 1 m m sin sin m m J x m J x m − = =− = + ( ) ( ) 1 1 m m sin sin m m J x m J x m − = = = − ( ) ( ) 1 1 1 sin m m m J x m = = − − ( ) ( ) 2 1 0 2 sin 2 1 m m J x m + = = +