how to define the range with variable

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h_H2 = 0;
h_O2 = 0;
h_H2O = -241827;
s_H2 = 130.59;
s_O2 = 205.14;
s_H2O = 188.83;
T_ref = 298;
T = 293:1173;
n = 2;
F = 96487;
S = -163.25;
delH = (h_H2O + (143.05-58.04*(T.^0.25)+8.2751*(T.^0.5)-0.036989*T)*(T-T_ref)) - (1/2)*(h_H2 + (56.505-22222.6*(T.^(-0.75))+116500*(T.^(-1))-560700*(T.^(-1.5)))*(T-T_ref)) - (1/2)*(h_O2+(37.432+2.0102*(10.^(-5))*(T.^1.5)-178570*(T.^(-1.5))+2368800*(T.^(-2)))*(T-T_ref));
plot(T,delH)
it works if I use a value for T, but if I want to use the range of the T, it gives me error.

Accepted Answer

KSSV
KSSV on 1 Jun 2022
You need to use elelement by element (.*) multiplication as well .
h_H2 = 0;
h_O2 = 0;
h_H2O = -241827;
s_H2 = 130.59;
s_O2 = 205.14;
s_H2O = 188.83;
T_ref = 298;
T = 293:1173;
n = 2;
F = 96487;
S = -163.25;
delH = (h_H2O + (143.05-58.04*(T.^0.25)+8.2751*(T.^0.5)-0.036989*T).*(T-T_ref)) .....
- (1/2)*(h_H2 + (56.505-22222.6*(T.^(-0.75))+116500*(T.^(-1))-560700.*(T.^(-1.5))).*(T-T_ref)) .....
- (1/2)*(h_O2+(37.432+2.0102*(10.^(-5)).*(T.^1.5)-178570.*(T.^(-1.5))+2368800.*(T.^(-2))).*(T-T_ref));
plot(T,delH)
  1 Comment
hai xia
hai xia on 1 Jun 2022
h_H2 = 0;
h_O2 = 0;
h_H2O = -241827;
s_H2 = 130.59;
s_O2 = 205.14;
s_H2O = 188.83;
T_ref = 298;
T = 293:1173;
n = 2;
F = 96487;
S = -163.25;
CpH2 = 56.505-22222.6*(T.^(-0.75))+116500*(T.^(-1))-560700*(T.^(-1.5));
CpO2 = 37.432+2.0102*(10.^(-5))*(T.^1.5)-178570*(T.^(-1.5))+2368800*(T.^(-2));
CpH2O = 143.05-58.04*(T.^0.25)+8.2751*T.^0.5-0.036989*T;
delH = (h_H2O + CpH2O.*(T-T_ref)) .....
- (1/2)*(h_H2 + CpH2.*(T-T_ref)) .....
- (1/2)*(h_O2 + CpO2.*(T-T_ref));
delS = (s_H2O + CpH2O.*log(T/T_ref)) .....
- (1/2)*(s_H2 + CpH2.*log(T/T_ref)) .....
- (1/2)*(s_O2 + CpO2.*log(T/T_ref));
delG = delH - (T_ref*delS);
Er = -delG/(n*F);
Sr = S/(n*F);
E = Er + Sr*(T - T_ref);
n = delG/delH;
plot(T,E)
So i make it successfully with your help.
One more quesiton, I am trying to get the efficieny n plot with temperature, under the current code, it does not show me a graph of efficiency changing with T.

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More Answers (1)

Torsten
Torsten on 1 Jun 2022
h_H2 = 0;
h_O2 = 0;
h_H2O = -241827;
s_H2 = 130.59;
s_O2 = 205.14;
s_H2O = 188.83;
T_ref = 298;
T = 293:1173;
n = 2;
F = 96487;
S = -163.25;
delH = (h_H2O + (143.05-58.04*(T.^0.25)+8.2751*(T.^0.5)-0.036989*T).*(T-T_ref)) - (1/2)*(h_H2 + (56.505-22222.6*(T.^(-0.75))+116500*(T.^(-1))-560700*(T.^(-1.5))).*(T-T_ref)) - (1/2)*(h_O2+(37.432+2.0102*(10.^(-5))*(T.^1.5)-178570*(T.^(-1.5))+2368800*(T.^(-2))).*(T-T_ref));
plot(T,delH)

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