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Tc=304.2;Pc=7.376;w=0.225;R=8.314;
a=0.42748*R^2*Tc^2.5/Pc£»b=0.08664*R*Tc/Pc;
syms  x
for T=linspace(0,2500, 2500)   
for  P=linspace(0, 100, 2500)     
   v = solve('R*T/(x-b)-a /(T^0.5)/x/(x+b)-P');       vmax = max(v);     
  vmin = min(v);   
  if (vmax > b && abs(T*(-((R*v^2)/p + ((R*b + a/(2*T^(3/2)))*v)/p - (a*b)/(2*T^(3/2)*p))/(- 3*v^2 + (2*R*T*v)/p + (b^2*p - a/T^(1/2) + R*T*b)/p))/vmax -1)<0.0001)||(v_min>b &&abs(T*(-((R*v^2)/p + ((R*b + a/(2*T^(3/2)))*v)/p - (a*b)/(2*T^(3/2)*p))/(- 3*v^2 + (2*R*T*v)/p + (b^2*p - a/T^(1/2) + R*T*b)/p))/vmin-1)<0.0001)      
end     
plot(P,T)  
end
end

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chendequan

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hzlhm

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jjdg: ½ð±Ò+1, ¸Ðл²ÎÓë 2019-03-29 21:26:27
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