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+// Example 11_15
+clc;funcprot(0);
+// Given data
+p_1=20.0;// MPa
+T_1=150;// °C
+p_2=0.101;// MPa
+
+// Solution
+// From Table C.12b, we find the critical temperature and pressure for CO2 are
+T_c=304.2;// K
+p_c=7.39;// MPa
+M_CO2=44.01;// kg/kg mole
+c_p=0.845;// kJ/kg.K
+p_R1=p_1/p_c;
+T_R1=(T_1+273.15)/T_c;
+// Assume s_1=[(h*-h)/T_c]_1
+s_1=14.0;// kJ/kgmole·K
+p_R2=p_2/p_c;
+// Assume s_2=[(h*-h)/T_c]_2
+// h_2-h_1=0
+T_2=(T_1+273.15)-((s_1/c_p)*(T_c/M_CO2));// K
+T_2=T_2-273.15;// °C
+printf("\nThe exit temperature of the throttle,T_2=%2.1f°C",T_2);