How to format the 3-D figure from 2-D like as the attached figure. The third axis represnt different values for Bi "Take any value for Bi"

1 vue (au cours des 30 derniers jours)

function sol= proj clc;clf;clear; global lamda %Relation of base fluid rhof=1; kf=0.613*10^5; cpf=4179*10^4; muf=10^-3*10; sigf=0.05*10^-8; alfaf=kf/(rhof*cpf); %FE3O4 ph1=0.01; rho1=5180*10^-3; cp1=670*10^4; k1=9.7*10^5; sig1=0.74*10^-2; %copper ph2=0.01; rho2=8933*10^-3; cp2=385*10^4; k2=401*10^5; sig2=5.96*10^-1; %Relation of hyprid m=5.7; kh=kf*((k1+(m-1)*kf-(m-1)*ph1*(kf-k1))/((k1+(m-1)*kf+ph1*(kf-k1))))*((k2+(m-1)*kf-(m-1)*ph2*(kf-k2))/((k2+(m-1)*kf+ph2*(kf-k2)))); muh= muf/((1-ph1)^2.5*(1-ph2)^2.5); rhoh=rhof*(1-ph2)*((1-ph1)+ph1*(rho1/rhof))+ph2*rho2; v1 =rhof*cpf*(1-ph2)*((1-ph1)+ph1*((rho1*cp1)/(rho2*cp2)))+ph2*(rho2*cp2); sigh=sigf+(3*((ph1*sig1+ph2*sig2)-sigf*(ph1+ph2))/(((ph1*sig1+ph2*sig2)/(sigf*(ph1+ph2)))+2-((ph1*sig1+ph2*sig2)/sigf)+(ph1+ph2))); alfah=kh/v1; myLegend1 = {};myLegend2 = {}; rr = [1 10 20] for i =1:numel(rr) Re = rr(i); Bi=1;

    Prf=2;
    p=-0.5; L=(muf/rhof);L1=L^(p);Lt=L1^+1;
    Nr=0.1;
    gamma=pi/3;
    a=1;b=0.1;v=1;u=1;
    M=3;
    Nt=1;Nb=1; sc=0.6;s1=1;s2=1;
    Tw=273+50;Ti=273+27;deltaT=Tw-Ti;
    Lf=rhof*kf;
    y0 = [1,0,1,0,0,1,0,1,0];
    options =bvpset('stats','on','RelTol',1e-4);
    m = linspace(0,4);
    solinit = bvpinit(m,y0);
    sol= bvp4c(@projfun,@projbc,solinit,options);
    disp((sol.y(1,20)))
    figure(1)
    plot(sol.x,(sol.y(6,:)))
    grid on,hold on
    myLegend1{i}=['Pr = ',num2str(rr(i))];
    xlabel('eta');
    ylabel('(thetas-thetaf)/thetas');
    i=i+1;
end
figure(1)
legend(myLegend1)
hold on
    function dy= projfun(~,y)
        dy= zeros(9,1);
        % alignComments
        E = y(1);
        dE = y(2);
        F = y(3);
        dF= y(4);
        W = y(5);
        t = y(6);
        dt = y(7);
        phi = y(8);
        dphi = y(9);
        dy(1) = dE; 
        dy(2) = (rhoh/muh)*((((a*u)/L1^(2)))*E^2+(1/L1)*W*dE+((sigh/sigf)/(rhoh/rhof))*(1/L1^2)*M*E*sin(gamma)*sin(gamma));
        dy(3) = dF;
        dy(4) = (rhoh/muh)*((((b*v)/L1^(2)))*F^2+(1/L1)*W*dF+((sigh/sigf)/(rhoh/rhof))*(1/L1^2)*M*F*sin(gamma)*sin(gamma));
        dy(5) = -(1/L1)*(u*a*E+b*v*F);
        dy(6) = dt;
        dy(7) =(Bi*Prf*(rhof/muf)*Re)*(1/(Nr+(kh/kf)))*(((v1)/(rhof*cpf))*(1/L1)*W*dt-(muh/(rhof*cpf))*(L1/s1)*(1/deltaT)*(-(1/L1)*(u*a*E+b*v*F))^2);
        dy(8)= dphi;
        dy(9)=(sc/L^(p+1))*W*dphi-(s1/s2)*(Nt/Nb)*(((Prf*(rhof/muf)))*(1/(Nr+(kh/kf)))*(((v1)/(rhof*cpf))*(1/L1)*W*dt-(muh/(rhof*cpf))*(L1/s1)*(1/deltaT)*(-(1/L1)*(u*a*E+b*v*F))^2));
    end
end
function res= projbc(ya,yb)
res= [ya(1)-1;
    ya(3)-1; 
    ya(5)-0;
    ya(6)-1;
    ya(8)-1;
    yb(1);
    yb(3);
    yb(6);
    yb(8)];
end

Réponses (0)

Catégories

En savoir plus sur Computational Fluid Dynamics (CFD) dans Help Center et File Exchange

Community Treasure Hunt

Find the treasures in MATLAB Central and discover how the community can help you!

Start Hunting!

Translated by