ideal-gas specific heats of various common gases function of temperature

I know that the static pressure specific heat of air, an ideal gas, is 1.005, but in the one I made, it comes out to be 1.0002. What went wrong?
clc; clear all; close all;
M = 28.96;
T = 273.15;
a=28.11; b=0.1967E-2; c=0.4802E-5; d=-1.966E-9;
dcp=(a+(b.*T)+(c.*(T.^2))+(d.*(T.^3)));
cp = dcp./M;
disp(cp);
1.0002

4 Comments

There's a term missing in the polynomial expansion -
oh thx u for your help!! I know it's difficult, but where can I find that value? I tried to find it, but I'm not sure.
Thank you verry much, and Have a good day!
Unfortunately, NIST has not published any data regarding Shomate polynomials of Air (If I had to guess why - I would say it is probably because air is a mixture of different elements and compounds, thus it woud be difficult to obtain data for it).
I could only find the values for N2, O2, H2, H2O and CH4.
Sorry for the late reply. Thanks for looking into the values. But I don't think it's needed now. Nonetheless, thank you for your help and have a nice day :) cheerio(I actually finished the assignment and it's all thanks to you).

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 Accepted Answer

Hi @재훈 if you consider a change in sign for the last term it would result in 1.005
M = 28.9; % assune
T = 273.15;
a=28.11; b=0.1967E-2; c=0.4802E-5; d=-1.966E-9;
dcp=(a+(b.*T)+(c.*(T.^2))-(d.*(T.^3)));
%changge in sign here
cp = dcp./M;
disp(cp);
1.0050

2 Comments

Wow thx for your help. It's really helpful. Have a good day!
Although @Angelo Yeo has accepted this answer, I do not think this is a right approach to solving this problem.

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on 2 Apr 2024

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