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±»»ýº¯ÊýΪs*besselj(0,s*R)./(s.^2-k0^2), »ý·ÖÇø¼äΪ[0,inf], ÆäÖÐR=6, k0=10, ¾ùΪÒÑÖª³£Êý¡£ÎÒ´òËãÓÃÁ½ÖÖ·½·¨À´¼ÆËãÕâ¸öÎÊÌâ¡£(½âÎö½âºÍÊýÖµ½â)

·½·¨Ò»£¬½âÎö½â
¶ÔÓÚÕâÑùÒ»¸ö»ý·Ö£¬¿ÉÒԲ鵽ÊýѧÊÖ²áÖлý·Ö½á¹ûΪpi*i/2*besselh(0,1,k0*R). ¾­¹ý¼ÆËã¿ÉÒԵõ½½á¹ûΪ-0.0744¡£
¼ÆËã³ÌÐò
% analytic method
k0=10;
R=6;
p_inc=real(pi*1i/2*besselh(0,1,k0*R));

·½·¨¶þ£¬²ÉÓÃmatlabÖеÄquadgkº¯Êý½øÐмÆË㣬ÓÉÓÚk0ÎªÆæµã£¬ËùÒÔ½«»ý·ÖÇø¼ä·ÖΪÁ½¿é¡£[0,k0]ºÍ[k0,inf]£¬¼ÆËã½á¹ûΪ0.0390
¼ÆËã³ÌÐò
% numerical method
k0=10;
R=6;
p_f=@(s)(s).*besselj(0,s*R)./(s.^2-k0^2);

p1=quadgk(p_f,0,k0);
p2=quadgk(p_f,k0,inf);

p_incN=p1+p2;

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