用fsovle函数求解非线性方程组的问题 - 程序语言 - MATLAB/Mathematica

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function F = gongcun01(x)
T=1873;
k1 = exp((-88663-1.326*T)/(-8.314*T));
k2 = exp((-336697+259.273*T)/(-8.314*T));
k3 = exp((-258102-0.317*T)/(-8.314*T));
k4 = exp((-138462-26.732*T)/(-8.314*T));
k5 = exp((-62211+1.164*T)/(-8.314*T));
k6 = exp((-36684-2.478*T)/(-8.314*T));
k7 = exp((-20123-19.089*T)/(-8.314*T));
k8 = exp((-86100-205.1*T)/(-8.314*T));
k9 = exp((-1716-45.309*T)/(-8.314*T));
k10 = exp((-22902-28.486*T)/(-8.314*T));
k11 = exp((-8721-56.572*T)/(-8.314*T));
k12 = exp((7742-19.926*T)/(-8.314*T));
k13 = exp((-137321-39.317*T)/(-8.314*T));
k14 = exp((-87988-31.419*T)/(-8.314*T));
k15 = exp((18935-27.009*T)/(-8.314*T));
k16 = exp((-88153+30.860*T)/(-8.314*T));
k17 = exp((-138807+29.586*T)/(-8.314*T));
k18 = exp((-108248-7.595*T)/(-8.314*T));
k19 = exp((-8685-78.716*T)/(-8.314*T));
k20 = exp((-186446-15.933*T)/(-8.314*T));
k21 = exp((-15606-15.034*T)/(-8.314*T));
k22 = exp((-102686-9.094*T)/(-8.314*T));
k23 = exp((-5447-6.050*T)/(-8.314*T));
k24 = exp((-66387-22.869*T)/(-8.314*T));
k25 = exp((-337740+58.262*T)/(-8.314*T));
k26 = exp((-234680-25.218*T)/(-8.314*T));
k27 = exp((-5708-2.570*T)/(-8.314*T));
k28 = exp((-218318+121.542*T)/(-8.314*T));
k29 = exp((-155609+84.326*T)/(-8.314*T));
k30 = exp((-41934+21.021*T)/(-8.314*T));
k31 = exp((-160781+7.180*T)/(-8.314*T));
k32 = exp((-68380-19.294*T)/(-8.314*T));
k33 = exp((198027-163.550*T)/(-8.314*T));
F =[9.129*(0.5*x(2)+2*K5*x(2)^2*x(5)+k6*x(2)*x(5)+k18*x(1)*x(2)*x(5)+k19*x(1)*x(2)*x(5)^2+k20*x(1)^2*x(2)*x(5)^2+k21*x(2)*x(4)+k26*x(1)^3*x(2)*x(5)^2+k27*x(1)*x(2)+7*k31*x(2)^7*x(4)^9*x(5)^3+2*k32*x(2)^2*x(4)^2*x(5)^5+3*k33*x(2)^3*x(4)*x(5)^3)-(0.5*x(1)+k1*x(1)*x(5)+2*k2*x(1)^2*x(5)+3*k3*x(1)^3*x(5)^2+3*k4*x(1)^3*x(5)+k7*x(1)*x(4)+12*k8*x(1)^12*x(4)^7+3*k9*x(1)^3*x(4)+k10*x(1)*x(4)^2+k11*x(1)*x(4)^6+2*k13*x(1)^2*x(4)*x(5)+k14*x(1)*x(4)*x(5)^2+0.5*k17*x(1)^0.5*x(3)^0.5*x(5)+k18*x(1)*x(2)*x(5)+k19*x(1)*x(2)*x(5)^2+2*k20*x(1)^2*x(2)*x(5)^2+2*k23*x(1)^2*x(4)+k24*x(1)*x(4)*x(5)+3*k25*x(1)^3*x(4)*x(5)^3+3*k26*x(1)^3*x(2)*x(5)^2+k27*x(1

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