Solve function with variables
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syms c ho
S=solve('c^2/(2*R)+(2*delta_p*c*(pi-2))/(pi*Er)+ho-h_lk=0','w(i)=ho+(2*c*delta_p)/Er');
I am trying to solve variables in the equation, only c and ho are the unknown variables. w(i) is changing in the loop, and I want to calculate variable values continuously. Other varibles are the known and assigned values. How can I solve the problem? solve function currently wants everything numerical except the unknowns.
Thanks
Emrecan
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Antworten (3)
Matt Fig
am 7 Aug. 2012
Bearbeitet: Matt Fig
am 8 Aug. 2012
You can specify the variables of interest to the solve command.
S=solve('c^2/(2*R)+(2*delta_p*c*(pi-2))/(pi*Er)+ho-h_lk=0','w(i)=ho+(2*c*delta_p)/Er','c','ho');
To replace the indexed w, use:
S=solve('c^2/(2*R)+(2*delta_p*c*(pi-2))/(pi*Er)+ho-h_lk=0',sprintf('%f=ho+(2*c*delta_p)/Er',w(ii)),'c','ho');
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Azzi Abdelmalek
am 7 Aug. 2012
s1='c^2/(2*R)+(2*delta_p*c*(pi-2))/(pi*Er)+ho-h_lk=0',
s2=[num2str(w(i)) '=ho+(2*c*delta_p)/Er']);
s=solve(s1,s2,'c','ho')
2 Kommentare
Matt Fig
am 8 Aug. 2012
What does that mean, "It doesn't work"? Did you get an error? If so, what error? Did MATLAB crash? Did the computer catch fire? Please be more specific. Also, you might try SPRINTF as I show above.
Walter Roberson
am 8 Aug. 2012
syms c ho
S = solve(c^2/(2*R)+(2*delta_p*c*(pi-2))/(pi*Er)+ho-h_lk, ho+(2*c*delta_p)/Er - w(i), c, ho);
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