[求助]如何把matlab的结果导入origin和excel

mathtype · 发表于 2005-12-22 14:21

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程序如下： function Simulate
clear all;clc
 Y0=[5.010 7.515 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0]; [t,Y]=ode23s(@f,[0:0.01:0.1],Y0); options.AbsTol=1e-30; % 绝对误差为1e-30; disp('Results by using ode45()：') disp([t Y]) plot(t,Y),xlabel('t'),ylabel('Y') legend('CH4','CO2','H2','CO','H2O','O2','CH3','CH2','CH','C','H','O','OH','HCO','CH2O','CH3O','HO2') Cbanlance=Y0(1)+Y0(2)-Y(:,1)-Y(:,2)-Y(:,4)-Y(:,7)-Y(:,8)-Y(:,9)-Y(:,10)-Y(:,14)-Y(:,15)-Y(:,16); Hbanlance=4*Y0(1)-4*Y(:,1)-2*Y(:,3)-2*Y(:,5)-3*Y(:,7)-2*Y(:,8)-Y(:,9)-Y(:,11)-Y(:,13)-Y(:,14)-2*Y(:,15)-3*Y(:,16)-Y(:,17); Obanlance=2*Y0(2)-2*Y(:,2)-Y(:,4)-Y(:,5)-2*Y(:,6)-Y(:,12)-Y(:,13)-Y(:,14)-Y(:,15)-Y(:,16)-2*Y(:,17); disp('Cbanlance,Hbanlance,Obanlance:') disp([Cbanlance Hbanlance Obanlance]) %-------------------------------------------------------------------------- function dYdt=f(t,Y)
M=12.525;NA=6.02217e+23; electrondensity=2e+11;Ne=electrondensity*1e+06/NA;
K01=3.234e+07;K02=1.960e+07;K03=1.251e+07;K04=3.788e+02;K05=2.673e+07; K1=3.137e+05;K2=2.984e+05;K3=2.165e+06;K4=5.443e+07;K5=8.000e+06;K6=8.000e+07;K7=3.337e+03; K8=2.000e+07;K9=8.131e+05;K10=4.000e+07;K11=1.475e+07;K12=1.119e+05;K13=9.479e+05;K14=2.500e+07; K15=2.000e+07;K16=1.000e+07;K17=4.000e+07;K18=1.688e+07;K19=4.490e+04;K20=5.697e+06; K21=3.175e+06;K22=6.896e+06;K23=1.401e+04;K24=6.009e+04;K25=5.000e+07;K26=2.000e+08; K27=3.000e+07;K28=3.000e+07;K29=3.000e+06;K30=1.118e+06;K31=9.358e+06;K32=2.324e+04; K33=1.000e+04;K34=6.846e+02;K35=1.881e+03;K36=9.359e+03;K37=3.824e+06;K38=1.000e+07; K39=2.219e+05;K40=1.746e+05;K41=1.958e+05;K43=1.407e+06;K44=2.894e+10;K45=1.741e+07; K46=2.000e+07;K47=1.500e+07;K48=1.965e+07;K49=1.965e+07;K50=1.581e+06;K51=1.066e+06;
f1=K4*Y(7)*Y(11)+K9*Y(7)*Y(17)+K23*Y(15)*Y(7)+K31*Y(14)*Y(7)-(K01+K02+K03+K04)*Y(1)*Ne-K1*Y(1)*Y(11)-K2*Y(1)*Y(12)-K3*Y(1)*Y(13); f2=K13*Y(8)*Y(6)+K28*Y(14)*Y(12)+K41*Y(4)*Y(13)-K05*Y(2)*Ne-K51*Y(2)*Y(9); f3=K02*Y(1)*Ne+K03*Y(1)*Ne+K1*Y(1)*Y(11)+K5*Y(7)*Y(13)+K10*Y(8)*Y(11)+K21*Y(15)*Y(11)+K26*Y(14)*Y(11)+K35*Y(11)*Y(11)*M+K39*Y(11)*Y(13)+K45*Y(17)*Y(11)-K40*Y(3)*Y(12)-K43*Y(13)*Y(3); f4=K05*Y(2)*Ne+K12*Y(8)*Y(6)+K15*Y(9)*Y(6)+K17*Y(9)*Y(12)+K24*Y(14)*M+K25*Y(14)*Y(13)+K26*Y(14)*Y(11)+K27*Y(14)*Y(12)+K29*Y(14)*Y(6)+K31*Y(14)*Y(7)+K48*Y(10)*Y(6)+K49*Y(10)*Y(13)+K50*Y(10)*Y(12)*M+K51*Y(2)*Y(9)-K41*Y(4)*Y(13); f5=K3*Y(1)*Y(13)+K22*Y(15)*Y(13)+K25*Y(14)*Y(13)+K32*Y(13)*Y(11)*M+K37*Y(13)*Y(13)+K43*Y(13)*Y(3)+K47*Y(17)*Y(13); f6=K9*Y(7)*Y(17)+K30*Y(14)*Y(17)+K34*Y(12)*Y(12)*M+K38*Y(12)*Y(13)+K45*Y(17)*Y(11)+K46*Y(17)*Y(12)+K47*Y(17)*Y(13)-K7*Y(7)*Y(6)-K11*Y(8)*Y(6)-K12*Y(8)*Y(6)-K13*Y(8)*Y(6)-K15*Y(9)*Y(6)-K16*Y(9)*Y(6)-K19*Y(16)*Y(6)-K29*Y(14)*Y(6)-K36*Y(11)*Y(6)*M-K48*Y(10)*Y(6); f7=K01*Y(1)*Ne+K1*Y(1)*Y(11)+K2*Y(1)*Y(12)+K3*Y(1)*Y(13)-K4*Y(7)*Y(11)-K5*Y(7)*Y(13)-K6*Y(7)*Y(12)-K7*Y(7)*Y(6)-K8*Y(7)*Y(17)-K9*Y(7)*Y(17)-K23*Y(15)*Y(7)-K31*Y(14)*Y(7); f8=K02*Y(1)*Ne-K10*Y(8)*Y(11)-K11*Y(8)*Y(6)-K12*Y(8)*Y(6)-K13*Y(8)*Y(6)-K14*Y(8)*Y(13); f9=K03*Y(1)*Ne+K10*Y(8)*Y(11)-K15*Y(9)*Y(6)-K16*Y(9)*Y(6)-K17*Y(9)*Y(12)-K51*Y(2)*Y(9); f10=K04*Y(1)*Ne-K48*Y(10)*Y(6)-K49*Y(10)*Y(13)-K50*Y(10)*Y(12)*M; f11=(K01+K03+4*K04)*Y(1)*Ne+K6*Y(7)*Y(12)+K12*Y(8)*Y(6)+2*K13*Y(8)*Y(6)+K14*Y(8)*Y(13)+K17*Y(9)*Y(12)+K18*Y(16)*M+K24*Y(14)*M+K28*Y(14)*Y(12)+K38*Y(12)*Y(13)+K40*Y(3)*Y(12)+K41*Y(4)*Y(13)+K43*Y(13)*Y(3)+K49*Y(10)*Y(13)-K1*Y(1)*Y(11)-K4*Y(7)*Y(11)-K10*Y(8)*Y(11)-K21*Y(15)*Y(11)-K26*Y(14)*Y(11)-K32*Y(13)*Y(11)*M-K33*Y(12)*Y(11)*M-2*K35*Y(11)*Y(11)*M-K36*Y(11)*Y(6)*M-K39*Y(11)*Y(13)-K44*Y(17)*Y(11)-K45*Y(17)*Y(11); f12=K05*Y(2)*Ne+K16*Y(9)*Y(6)+K37*Y(13)*Y(13)+K39*Y(11)*Y(13)+K48*Y(10)*Y(6)-K2*Y(1)*Y(12)-K6*Y(7)*Y(12)-K17*Y(9)*Y(12)-K20*Y(15)*Y(12)-K27*Y(14)*Y(12)-K28*Y(14)*Y(12)-K33*Y(12)*Y(11)*M-2*K34*Y(12)*Y(12)*M-K38*Y(12)*Y(13)-K40*Y(3)*Y(12)-K46*Y(17)*Y(12)-K50*Y(10)*Y(12)*M; f13=K2*Y(1)*Y(12)+K7*Y(7)*Y(6)+K8*Y(7)*Y(17)+K11*Y(8)*Y(6)+K12*Y(8)*Y(6)+K15*Y(9)*Y(6)+K20*Y(15)*Y(12)+K27*Y(14)*Y(12)+K33*Y(12)*Y(11)*M+K40*Y(3)*Y(12)+2*K44*Y(17)*Y(11)+K46*Y(17)*Y(12)-K3*Y(1)*Y(13)-K5*Y(7)*Y(13)-K14*Y(8)*Y(13)-K22*Y(15)*Y(13)-K25*Y(14)*Y(13)-K32*Y(13)*Y(11)*M-2*K37*Y(13)*Y(13)-K38*Y(12)*Y(13)-K39*Y(11)*Y(13)-K41*Y(4)*Y(13)-K43*Y(13)*Y(3)-K47*Y(17)*Y(13)-K49*Y(10)*Y(13); f14=K11*Y(8)*Y(6)+K16*Y(9)*Y(6)+K20*Y(15)*Y(12)+K21*Y(15)*Y(11)+K22*Y(15)*Y(13)+K23*Y(15)*Y(7)+K51*Y(2)*Y(9)-K24*Y(14)*M-K25*Y(14)*Y(13)-K26*Y(14)*Y(11)-K27*Y(14)*Y(12)-K28*Y(14)*Y(12)-K29*Y(14)*Y(6)-K30*Y(14)*Y(17)-K31*Y(14)*Y(7); f15=K5*Y(7)*Y(13)+K6*Y(7)*Y(12)+K7*Y(7)*Y(6)+K14*Y(8)*Y(13)+K18*Y(16)*M+K19*Y(16)*Y(6)+K30*Y(14)*Y(17)-K20*Y(15)*Y(12)-K21*Y(15)*Y(11)-K22*Y(15)*Y(13)-K23*Y(15)*Y(7); f16=K8*Y(7)*Y(17)-K18*Y(16)*M-K19*Y(16)*Y(6); f17=K19*Y(16)*Y(6)+K29*Y(14)*Y(6)+K36*Y(11)*Y(6)*M-K8*Y(7)*Y(17)-K9*Y(7)*Y(17)-K30*Y(14)*Y(17)-K44*Y(17)*Y(11)-K45*Y(17)*Y(11)-K46*Y(17)*Y(12)-K47*Y(17)*Y(13); dYdt=[f1;f2;f3;f4;f5;f6;f7;f8;f9;f10;f11;f12;f13;f14;f15;f16;f17];

happy · 发表于 2005-12-22 14:26

excel见<a href="http://vib.hit.edu.cn/vibbbs/dispbbs.asp?BoardID=35&replyID=1693&id=1693&skin=0" target="_blank" >http://vib.hit.edu.cn/vibbbs/dispbbs.asp?BoardID=35&replyID=1693&id=1693&skin=0</A> origin：让matlab输出origin能够读入的格式文件就行，比如txt dat等等

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[求助]如何把matlab的结果导入origin和excel

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