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diff --git a/409/CH28/EX28.3/Example28_3.sce b/409/CH28/EX28.3/Example28_3.sce new file mode 100755 index 000000000..82af5e685 --- /dev/null +++ b/409/CH28/EX28.3/Example28_3.sce @@ -0,0 +1,41 @@ +clear ; +clc; +// Example 28.3 +printf('Example 28.3\n\n'); +//page no. 875 +// Solution fig. 28.3 + +// Given +//Input analysis +soln1 = 600 ; // Mass flow rate of entering solution 1 -[lb/hr] +c1_NaOH = 10/100 ;// Fraction of NaOH in entering solution 1 +T1 = 200 ;// Temperature at entry +soln2 = 400 ;// Mass flow rate of another solution 2 entering -[lb/hr] +c2_NaOH = 50/100 ;// Fraction of NaOH in another entering solution 2 + +// Additional data is obtained from steam table and NaOH-H2O enthalpy-concentration chart in Appendix I at given reference temperature (del_H = 0 , 32 degree F for pure water) +F = soln1 + soln2; // Mass flow rate of final solution - [lb/hr] + + // Material balance to get composition of final solution +F_NaOH = c1_NaOH * soln1 + c2_NaOH * soln2 ;// Mass of NaOH in final solution-[lb] +F_H2O = F - F_NaOH ;// Mass of H2O in final solution-[lb] + +// Enthalpy data from H-x chart , according to book it is as follows +H_soln1 = 152 ;// Specific enthalpy change for solution 1-[Btu/lb] +H_soln2 = 290 ;// Specific enthalpy change for solution 2-[Btu/lb] + +// Energy balance +H_F = (soln1*H_soln1 + soln2*H_soln2)/F ;// Specific enthalpy change for final solution -[Btu/lb] + +//(a) +printf(' (a) The final temperature of the exit solution from figure E28.3 using the obtained condition of final solution is 232 degree F \n'); + +//(b) +cF = F_NaOH*100/F; // Concentration of final solution -[wt % NaOH ] +printf(' (b) The concentration of final solution is %.0f wt.%% NaOH . \n',cF); + +//(c) +// For fraction of H2O vapour . By interpolation , draw the tie line through the point x = .26 .H = 270 (make it parallel to 220 and 250 degree F line ). The final temperature of the exit solution from figure E28.3 using the obtained condition of final solution is 232 degree ; the enthalpy of the liquid at the bubble point at this temperature is about 175 Btu/lb . The enthalpy of saturated water vapour fro the steam table at 232 degree F is 1158 Btu/lb . Let x be the water vapour evaporated , therefore +x = (F*H_F - F*175)/(1158 - 175) ;// H2O evaporated per hour -[lb] + +printf(' (c) H2O evaporated per hour is %.1f lb . \n',x);
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