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+clc;
+// (a).The product CO2 is also at 298K
+Pco=2/3; // Paratial pressure of CO in atm
+Po2=1/3; // Paratial pressure of O2 in atm
+Pco2=1; // Paratial pressure of CO2 in atm
+T0=298; // Temperature of surroundings in kelvin
+R_1=8.3143; // Universal gas constant of air in kJ/kmol K
+// From table 14.1 at 298 K and 1 atm
+s_co2=213.795-R_1*log (Pco2); // entropies in kJ/kmol K
+s_co=197.653-R_1*log (Pco); // entropies in kJ/kmol K
+s_o2=205.03-R_1*log (Po2); // entropies in kJ/kmol K
+del_Scv=s_co2-s_co-1/2*s_o2; // Entropy change of comtrol volume
+// From table 14.1
+del_hfco2=-393509; del_hfco=-110525; // Enthalpy of Heat in kJ/kmol
+Q= del_hfco2- del_hfco; // Heat transfer (to surroundings)
+del_Ssurr=abs(Q)/T0; // Entropy change of surroundings
+del_Sgen=del_Scv+del_Ssurr; //Entropy change of universe
+disp ("kJ/K",del_Sgen,"Entropy change of universe = ","kJ/K",del_Ssurr,"Entropy change of surroundings = ","kJ/K",del_Scv,"Entropy change of comtrol volume = ","(a).The product CO2 is also at 298K");
+// (b).The reaction is adiabatic
+// Let the adiabatic flame temperature be T. Then since
+Q=0;
+C_p=44*0.8414;
+// From table A.16
+T=5057.5; //adiabatic flame temperature in kelvin
+s_CO2=213.795+C_p*log (T/T0); // entropies in kJ/kmol K
+del_Scv=s_CO2-s_co-1/2*s_o2; // Entropy change of comtrol volume
+del_Ssurr=abs(Q)/T0; // Entropy change of surroundings
+del_Sgen=del_Scv+del_Ssurr; //Entropy change of universe
+disp ("kJ/K",del_Sgen,"Entropy change of universe = ","kJ/K",del_Ssurr,"Entropy change of surroundings = ","kJ/K",del_Scv,"Entropy change of comtrol volume = ","(b).The reaction is adiabatic");