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ʵÑéÊý¾ÝExpData = ...
                     t         y1                      y2                  y3                y4               y5               y6
         [ 20276.4   0.524933          0.015160         0.034247               0.049678   0.042493   0.048705
           15544.8   0.565928          0.016405         0.025675               0.035539   0.105374   0.036335
           12435.8   0.635708          0.017098         0.018350               0.023165   0.127280   0.025302
           10363.2   0.663704          0.015437         0.011760               0.016443   0.161281   0.019342
           7772.40   0.710197          0.012874         0.006357               0.010724   0.171001   0.013644
           15840.0   0.478691          0.015317         0.038807               0.056022   0.052035   0.049784
           12672.0   0.544696          0.017613         0.031530               0.038851   0.095962   0.036315
           10560.0   0.585210          0.018444         0.025214       0.028700   0.125622   0.029087
           7920.00   0.629790          0.017852         0.015888       0.018250   0.166011   0.021326
           6336.00   0.664716          0.016108         0.010087               0.013052   0.185704   0.015519
           10758.0   0.510701        0.018743         0.039316        0.045492   0.078866   0.038200
           8068.50   0.578239        0.020151         0.028095        0.028405   0.134897   0.024460
           6454.80   0.622556        0.019838         0.019259        0.018934   0.166062   0.018166
           5379.00   0.652604        0.018307         0.014439        0.014335   0.180215   0.014117
           4610.60   0.667576        0.016048         0.009840        0.010565   0.200809   0.012332
           10954.8   0.446400        0.017853         0.047938        0.056591   0.060466   0.045798
           6572.90   0.561169        0.020556         0.033192        0.031908   0.132280   0.021964
           4694.90   0.624082       0.020550          0.020227         0.017017   0.177808   0.014202
           3651.60   0.659205       0.018635          0.012475         0.011012   0.200108   0.010419
           2987.70   0.665006       0.015238          0.007869         0.010369   0.221306   0.009117
           5575.80   0.514906       0.021258          0.042926         0.049267   0.068656   0.030418
           4181.90   0.561172       0.021724          0.034264         0.037491   0.115704   0.019845
           3345.50   0.641624       0.021579          0.021906         0.020604   0.146161   0.012826
           2787.90   0.734110       0.021300          0.016030         0.015080   0.161670   0.009900
           2389.60   0.850940       0.021100          0.011580         0.010600   0.172740   0.007470
     ]
r1=k1*(y(1)*101325)*(K1*y(5)*101325).^(n1)/((1+(K1*y(1)*101325).^(n1)+K2*y(5)*101325).^2);
r2=k2*(y(2)*101325).^(m2)*(y(5)*101325).^(n2)/((1+K3*y(6)*101325).^(n2));
r3=k3*(y(1)*101325).^(m3)*(y(5)*101325).^(n3)/((1+K4*y(6)*101325).^(n3));
r4=k4*(y(2)*101325).^(m4)*(y(5)*101325).^(n4)/((1+K5*y(6)*101325).^(n4));
r5=k5*(y(3)*101325).^(m5)*(y(5)*101325).^(n5)/((1+K6*y(6)*101325).^(n5));
r6=k6*(y(4)*101325).^(m6)*(y(5)*101325).^(n6)/((1+K7*y(6)*101325).^(n6));
dydt=zeros(6,1);
dydt(1)=-2*r1-r3;
dydt(2)=r1-r2-r4;
dydt(3)=r2-r5;
dydt(4)=r3+2*r4+2*r5-r6;
dydt(5)=-0.5*(r1+r2+r6)-1.5*r3-2.5*r4-2*r5;
dydt(6)=r6;
y0=[0.67,0,0,0,0.33,0];  %¸÷ÖÖ×é·ÖµÄ³õÖµ
k1=k(1);
k2=k(2);
k3=k(3);
k4=k(4);
k5=k(5);
k6=k(6);
n1=k(7);
m2=k(8);
n2=k(9);
m3=k(10);
n3=k(11);
m4=k(12);
n4=k(13);
m5=k(14);
n5=k(15);
m6=k(16);
n6=k(17);
K1=k(18);
K2=k(19);
K3=k(20);
K4=k(21);
K5=k(22);
K6=k(23);
K7=k(24);
k0=[1.1*10^(-8),1.74*10^(-8),3.52*10^(-14),5*10^(-10),5*10^(-10),9.4*10^(-10),0.76,0.24,0.36,1,0.58,0.5,0.5,0.5,0.5,0.5,0.5,1.88*10^(-3),4.29*10^(-5),4.15*10^(-4),2.55*10^(-5),2.55*10^(-4),2.55*10^(-5),2.55*10^(-3)];
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2Â¥2017-12-22 19:44:38
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2Â¥: Originally posted by ÑôyangÈ÷È÷ at 2017-12-22 19:44:38
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1stOpt5.5°æ±¾ÒÔϵÄÍøÉÏÓУ¬Ôٸ߰汾¾ÍÕÒ²»µ½ÁË

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6Â¥2017-12-24 22:21:06
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dingd

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7Â¥2017-12-25 13:34:17
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Ëͺ컨һ¶ä
ÒýÓûØÌû:
7Â¥: Originally posted by dingd at 2017-12-25 13:34:17
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8Â¥2017-12-25 13:57:26
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ÕâÊÇÎҵĴúÂ룬ÄãºÍÎÒµÄÊý¾ÝºÜÏñ£¬¶¼ÊǶ¯Á¦Ñ§Êý¾Ý£¬µ«ÏÖÔÚÎÒµÄÊý¾ÝÓеãÎÊÌ⣬µ¼ÖÂÄâºÏ²»³öÀ´£¬Ã»Óи߰汾µÄ
ODEAlgorithm = RKF45;
Parameters k(6)[0,10000];
Variable x,y(7);
ODEStep = 1;
ODEFunction
y1'=-0.01*k1*y1;
y2'=0.01014*k1*y1-0.01*k2*y2;
y3'=0.006389*k2*y2+0.00697*k5*y6-0.01*k3*y3;
y4'=0.010217*k3*y3-0.01*k4*y4;
y5'=0.004681*k4*y4+0.004783*k2*y2+0.003333*k5*y6+0.003099*k6*y7;
y6'=-0.01*k5*y6;
y7'=-0.01*k6*y7;           
Data;
0,0.415,0,0,0,0,0.301,0.284
0.4174,0.0010,0.0000,0.3415,0.0021,0.6131,0.0000,0.0000
0.4826,0.0000,0.0000,0.3733,0.0023,0.5855,0.0000,0.0000
0.5720,0.0280,0.0000,0.3329,0.0012,0.6356,0.0000,0.0000
0.6176,0.0000,0.0000,0.3268,0.0016,0.6527,0.0000,0.0000
0.7765,0.0000,0.0000,0.2512,0.0012,0.7368,0.0000,0.0000
1.0455,0.0010,0.0000,0.0672,0.0019,0.9201,0.0000,0.0000
9Â¥2018-01-11 21:21:01
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