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be brief


From: ‪Nastaran Rad‬ ‪
Subject: be brief
Date: Tue, 21 Jul 2015 21:37:37 +0000 (UTC)

hello.
plz be brief and short my program that writed with MATLAB language.
i am waiting for you
my program:

 
     f1=inline('-3.9*m*t/(z^2)-1.2*m*a/(z^2)-14.5*m*b/(z^2)-1.34*m*s/(z^2)','m','t','a','b','s');
 
     z=1+3.3a+13.6b+33.3f+215c
    

     f2=inline('-3.9*m*t/(z^2)','m','t');
   
     z=1+3.3a+13.6b+33.3f+215c
    

     f3=inline('3.9*m*t/(z^2)-0.9*b/(z^2)-1.2*m*a/(z^2)','m','t','b','a')
     z=1+3.3a+13.6b+33.3f+215c
   

     f4=inline('2.3*b/(z^2)-1.34*m*s/(z^2)','b','m','s')
     z=1+3.3a+13.6b+33.3f+215c  


     f5=inline('0.9*a/(z^2)-14.5*m*b/(z^2)-2.3*b/(z^2)','a','m','b')
    
     z=1+3.3a+13.6b+33.3f+215c 

     f6=inline('1.2*a*m/(z^2)+14.5*m*b/(z^2)+1.34*m*f/(z^2)','a','m','b','s')

     z=1+3.3a+13.6b+33.3f+215c

 
       
     m(1)=3.8;
     t(1)=6.2;
     a(1)=0;
     s(1)=0;
     b(1)=0;
     c(1)=0;
     h=0.01;
     y=0:h:20;

max=0;%max = Maximum for Selectivity of Para-xylene%
max2=0;%max2 = Maximum for Selectivity of Meta-xylene%
Obtimized_Length=1;
Obtimized_Length2=1;
for i=1:(length(y)-1)
    k11 = h*f1(m(i),t(i),a(i),b(i),s(i),c(i));
    k12 = h*f2(m(i),t(i),a(i),b(i),s(i),c(i));
    k13 = h*f3(m(i),t(i),a(i),b(i),s(i),c(i));
    k14 = h*f4(m(i),t(i),a(i),b(i),s(i),c(i));
    k15 = h*f5(m(i),t(i),a(i),b(i),s(i),c(i));
    k16 = h*f6(m(i),t(i),a(i),b(i),s(i),c(i));
   
    k21 = h*f1(m(i)+k11/2,t(i)+k12/2,a(i)+k13/2,b(i)+k14/2,s(i)+k15/2,c(i)+k16/2);
    k22 = h*f2(m(i)+k11/2,t(i)+k12/2,a(i)+k13/2,b(i)+k14/2,s(i)+k15/2,c(i)+k16/2);
    k23 = h*f3(m(i)+k11/2,t(i)+k12/2,a(i)+k13/2,b(i)+k14/2,s(i)+k15/2,c(i)+k16/2);
    k24 = h*f4(m(i)+k11/2,t(i)+k12/2,a(i)+k13/2,b(i)+k14/2,s(i)+k15/2,c(i)+k16/2);
    k25 = h*f5(m(i)+k11/2,t(i)+k12/2,a(i)+k13/2,b(i)+k14/2,s(i)+k15/2,c(i)+k16/2);
    k26 = h*f6(m(i)+k11/2,t(i)+k12/2,a(i)+k13/2,b(i)+k14/2,s(i)+k15/2,c(i)+k16/2);
   
    k31 = h*f1(m(i)+k21/2,t(i)+k22/2,a(i)+k23/2,b(i)+k24/2,s(i)+k25/2,c(i)+k26/2);
    k32 = h*f2(m(i)+k21/2,t(i)+k22/2,a(i)+k23/2,b(i)+k24/2,s(i)+k25/2,c(i)+k26/2);
    k33 = h*f3(m(i)+k21/2,t(i)+k22/2,a(i)+k23/2,b(i)+k24/2,s(i)+k25/2,c(i)+k26/2);
    k34 = h*f4(m(i)+k21/2,t(i)+k22/2,a(i)+k23/2,b(i)+k24/2,s(i)+k25/2,c(i)+k26/2);
    k35 = h*f5(m(i)+k21/2,t(i)+k22/2,a(i)+k23/2,b(i)+k24/2,s(i)+k25/2,c(i)+k26/2);
    k36 = h*f6(m(i)+k21/2,t(i)+k22/2,a(i)+k23/2,b(i)+k24/2,s(i)+k25/2,c(i)+k26/2);

    k41 = h*f1(m(i)+k31,t(i)+k32,a(i)+k33,b(i)+k34,s(i)+k35,c(i)+k36);
    k42 = h*f2(m(i)+k31,t(i)+k32,a(i)+k33,b(i)+k34,s(i)+k35,c(i)+k36);
    k43 = h*f3(m(i)+k31,t(i)+k32,a(i)+k33,b(i)+k34,s(i)+k35,c(i)+k36);
    k44 = h*f4(m(i)+k31,t(i)+k32,a(i)+k33,b(i)+k34,s(i)+k35,c(i)+k36);
    k45 = h*f5(m(i)+k31,t(i)+k32,a(i)+k33,b(i)+k34,s(i)+k35,c(i)+k36);
    k46 = h*f6(m(i)+k31,t(i)+k32,a(i)+k33,b(i)+k34,s(i)+k35,c(i)+k36);


    m(i+1) = m(i) + (1/6)*(k11+2*k21+2*k31+k41);
    t(i+1) = t(i) + (1/6)*(k12+2*k22+2*k32+k42);
    a(i+1) = a(i) + (1/6)*(k13+2*k23+2*k33+k43);
    b(i+1) = b(i) + (1/6)*(k14+2*k24+2*k34+k44);
    s(i+1) = s(i) + (1/6)*(k15+2*k25+2*k35+k45);
    c(i+1) = c(i) + (1/6)*(k16+2*k26+2*k36+k46);

   

    R1(i+1) = f1(m(i+1),t(i+1),a(i+1),b(i+1),s(i+1),c(i+1));
    R2(i+1) = f2(m(i+1),t(i+1),a(i+1),b(i+1),s(i+1),c(i+1));
    R3(i+1) = f3(m(i+1),t(i+1),a(i+1),b(i+1),s(i+1),c(i+1));
    R4(i+1) = f4(m(i+1),t(i+1),a(i+1),b(i+1),s(i+1),c(i+1));
    R5(i+1) = f5(m(i+1),t(i+1),a(i+1),b(i+1),s(i+1),c(i+1));
    R6(i+1) = f6(m(i+1),t(i+1),a(i+1),b(i+1),s(i+1),c(i+1));

spx(i)=a(i+1)/c(i+1);
    if spx(i)>max
        max=spx(i);
        i=Obtimized_Length;
    end
    smx(i)=b(i+1)/c(i+1);
    if smx(i)>max2
        max2=smx(i);
        i=Obtimized_Length2;
       
    end
end
disp('max is = ');
disp(max);
disp('max2 is = ');
disp(max2);
disp('Obtimized Length is = ');
disp(Obtimized_Length);
disp('Obtimized Length2 is = ');
disp(Obtimized_Length2);
    

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