帮忙用matlab求解一个带参数的积分方程 10
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ε值
1/56294995342131200*(56294995342131200*Q*SNR*(1/c)^(1/2)*log((b+2*a*10^(1/10*B)+2*((b*10^(1/10*B)+1+a*(10^(1/10*B))^2)/c)^(1/2)*c*(a/c)^(1/2))/c)+56294995342131200*(a/c)^(1/2)*Q*log((2+b*10^(-1/10*B)+2*(1/c)^(1/2)*((b*10^(-1/10*B)+1+a*(10^(-1/10*B))^2)/c)^(1/2)*c)/c)+11258999068426240*(a/c)^(1/2)*Q*B*log(10)-56294995342131200*(a/c)^(1/2)*Q*log((2+b*10^(1/10*B)+2*(1/c)^(1/2)*((b*10^(1/10*B)+1+a*(10^(1/10*B))^2)/c)^(1/2)*c)/c)-56294995342131200*Q*SNR*(1/c)^(1/2)*log((b+2*a*10^(-1/10*B)+2*((b*10^(-1/10*B)+1+a*(10^(-1/10*B))^2)/c)^(1/2)*c*(a/c)^(1/2))/c)+23332323075292899*B*(a/c)^(1/2)*(1/c)^(1/2))/Q/(a/c)^(1/2)/(1/c)^(1/2)/(10^(1/10*B)-10^(-1/10*B))
1/56294995342131200*(56294995342131200*Q*SNR*(1/c)^(1/2)*log((b+2*a*10^(1/10*B)+2*((b*10^(1/10*B)+1+a*(10^(1/10*B))^2)/c)^(1/2)*c*(a/c)^(1/2))/c)+56294995342131200*(a/c)^(1/2)*Q*log((2+b*10^(-1/10*B)+2*(1/c)^(1/2)*((b*10^(-1/10*B)+1+a*(10^(-1/10*B))^2)/c)^(1/2)*c)/c)+11258999068426240*(a/c)^(1/2)*Q*B*log(10)-56294995342131200*(a/c)^(1/2)*Q*log((2+b*10^(1/10*B)+2*(1/c)^(1/2)*((b*10^(1/10*B)+1+a*(10^(1/10*B))^2)/c)^(1/2)*c)/c)-56294995342131200*Q*SNR*(1/c)^(1/2)*log((b+2*a*10^(-1/10*B)+2*((b*10^(-1/10*B)+1+a*(10^(-1/10*B))^2)/c)^(1/2)*c*(a/c)^(1/2))/c)+23332323075292899*B*(a/c)^(1/2)*(1/c)^(1/2))/Q/(a/c)^(1/2)/(1/c)^(1/2)/(10^(1/10*B)-10^(-1/10*B))
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