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function xFsovle5 % Pn+M--->Dn+P1 clear all; clc; format short g; global Ka Ki Kp Ktm Ktal Kth Kd Qti0 Qt0 Qp0 QH0 Mti Mt Mp MH T V Qv Qs Ka=0.0013;Ki=108.85;Kp=108.85;Ktm=0.012;Ktal=0.12;Kth=4.8;Kd=0.001; %ËÙÂʳ£Êý Qti0=3000;Qt0=10000;Qp0=817500000;QH0=4000000; Mti=193.9; Mt=114; Mp=42; MH=2; T=3600; V=90; Qv=4.608206; Qs=0.00855230; x0=[6.05e-006 1.1413e+003 120.5079 2.8374 0.0049237 3.6821 5.5035e+003 18.1943 1.3606e+004 2.0337e+007 0.0043327]'; [x,FVAL,EXITFLAG,output]=fsolve(@NonlinEqs,x0) Mn=42*(x(6)+x(9))/(x(5)+x(8)) Mw=42*(x(7)+x(10))/(x(6)+x(9)) PDI=Mw/Mn %------------------------------------- function f =NonlinEqs(x) global Ka Ki Kp Ktm Ktal Kth Kd Qti0 Qt0 Qp0 QH0 Mti Mt Mp MH T V Qv Qs f(1)=Ka*x(11)+(Kth*x(3)^0.5+Ktal*x(4))*x(5)-Ki*x(1)*x(2)-Kd*x(1)+(0-x(1)*Qs)/V; % f(2)=-Ki*x(1)*x(2)-(Kp*x(2)+Ktm*x(2))*x(5)+(Qp0/(Mp*T)-x(2)*Qv)/V; f(3)=-Kth*x(5)*x(3)^0.5+(QH0/(MH*T)-x(3)*Qv)/V; f(4)=-Ktal*x(4)*x(5)+(Qt0/(Mt*T)-x(4)*Qs)/V; f(5)=Ki*x(1)*x(2)-(Kth*x(3)^0.5+Ktal*x(4)+Kd)*x(5)+(0-x(5)*Qs)/V; f(6)=Ki*x(1)*x(2)+Kp*x(2)*x(5)-(Kth*x(3)^0.5+Ktm*x(2)+Ktal*x(4)+Kd)*x(6)+Ktm*x(2)*x(5)+(0-x(6)*Qs)/V; f(7)=Ki*x(1)*x(2)+2*Kp*x(2)*x(6)+Kp*x(2)*x(5)-(Kth*x(3)^0.5+Ktm*x(2)+Ktal*x(4)+Kd)*x(7)+Ktm*x(2)*x(5)+(0-x(7)*Qs)/V; f(8)=(Kth*x(3)^0.5+Ktm*x(2)+Ktal*x(4)+Kd)*x(5)+(0-x(8)*Qs)/V; f(9)=(Kth*x(3)^0.5+Ktm*x(2)+Ktal*x(4)+Kd)*x(6)+(0-x(9)*Qs)/V; f(10)=(Kth*x(3)^0.5+Ktm*x(2)+Ktal*x(4)+Kd)*x(7)+(0-x(10)*Qs)/V; f(11)=-Ka*x(11)+(1.35/T-x(11)*Qs)/V; ------------------------------------------------------------------------------- ½á¹ûΪ£º Maximum number of function evaluations reached: increase options.MaxFunEvals. x = 0.0033832 1141.3 11.212 2.7032 0.002532 0.66931 5503.5 18.194 13606 2.0337e+007 0.0043327 FVAL = Columns 1 through 7 -420.24 -733.23 5.558 -0.00080748 420.24 714.72 1409.1 Columns 8 through 11 0.074467 18.849 1.6369e+005 -1.8776e-006 EXITFLAG = 0 output = iterations: 91 funcCount: 1104 algorithm: 'trust-region dogleg' firstorderopt: 6.4012e+008 message: [1x78 char] Mn = 31405 Mw = 62792 PDI = 1.9994 ¸Ð¾õ³ÌÐò¾Í¸ù±¾Ã»ÓÐÔËÐÐÒ»Ñù£¬³õÖµ»ù±¾²»±ä£¬ÌرðÊÇ×îºó¼¸¸ö£¬ÎÞÂÛÄãÔõô¸Ä±äËûÃǵÄÖµ£¬¶¼²»»á±ä£¬¶øÊÇÏàÓ¦µÄ¸Ä±äÇ°ÃæµÄÖµ£¬ÇëÎÊÕâÊÇΪʲô~лл~ |
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