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CHE 415 - Liquid-Vapour Equilibrium Prelab (Data Reporter) 2013

Ryerson University
Uploaded: 7 years ago
Contributor: cloveb
Category: Chemical Engineering
Type: Report
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Filename:   Harison LVE Data Prelab.docx (35.68 kB)
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CHE 415 Unit Operations II            
Transcript
Data Reporter Tables / graphs of expected results 1.5/2 [[[COMMENT BY Nicholas (2013-11-14T00:08:00Z)]]] How do you tell if the solution is ideal/nonideal? How close to 0 for consistency is acceptable? [[[---]]] (according to Leader’s theory) 1/1 (+ references) 1/1 Tables / graphs for entry data 2/2 Examples of each type of calculation 2/2 (+ conditions / references) 1/1 (accuracy of calculations) 1/1 ___ Total 9.5/10 DATA TABLES *error not known at this time, will be included in post lab Table 1. Experimental Data Trial 1 Trial 2 Trial 3 Volume of methanol (%) Volume of pycnometer (ml) Mass of pyncometer (g) Mass of initial solution + pycnometer (g) Mass of initial solution (g) Temperature of Initial solution (?C) Time for decantation (min) Time for 3 decantations (min) Mass of distillate + pycnometer (g) Mass of distillate (g) Tempearture of distillate (?C) Mass of residue + pycnometer (g) Mass of residue (g) Temperature of reside (?C) Table 2. Data Table for Initial Solution Trial 1 Trial 2 Trial 3 Density of initial solution (g/ml) Methanol (wt %) Methanol (mol) Water (mol) Mole fraction of methanol Mole fraction of water Table 3. Data Table for Residue Trial 1 Trial 2 Trial 3 Density of residue (g/ml) Methanol (wt %) Methanol (mol) Water (mol) Mole fraction of methanol Mole fraction of water Table 4. Data Table for Distillate Trial 1 Trial 2 Trial 3 Density of distillate (g/ml) Methanol (wt %) Methanol (mol) Water (mol) Mole fraction of methanol Mole fraction of water EXPECTED RESULTS Table 5. Methanol Weight Percent and Density (Perry & Green, 2007) % 0 °C 10 °C 15.56 °C 20 °C 15 °C % 0 °C 10 °C 15.56 °C 20 °C 15 °C % 0 °C 10 °C 15.56 °C 20 °C 15 °C 0 1 2 3 4 0.9999 0.9981 0.9963 0.9946 0.9930 0.9997 0.9980 0.9962 0.9945 0.9929 0.9990 0.9973 0.9955 0.9938 0.9921 0.9982 0.9965 0.9948 0.9931 0.9914 0.99913 0.99727 0.99543 0.99370 0.99198 35 36 37 38 39 0.9534 0.9520 0.9505 0.9490 0.9475 0.9484 0.9469 0.9453 0.9437 0.9420 0.9456 0.9440 0.9422 0.9405 0.9387 0.9433 0.9416 0.9398 0.9381 0.9363 0.94570 0.94404 0.94237 0.94067 0.93894 70 71 72 73 74 0.8869 0.8847 0.8824 0.8801 0.8778 0.8794 0.8770 0.8747 0.8724 0.8699 0.8748 0.8726 0.8702 0.8678 0.8653 0.8715 0.8690 0.8665 0.8641 0.8616 0.87507 0.87271 0.87033 0.86792 0.86546 5 6 7 8 9 0.9914 0.9899 0.9884 0.9870 0.9856 0.9912 0.9896 0.9881 0.9865 0.9849 0.9904 0.9889 0.9872 0.9857 0.9841 0.9896 0.9880 0.9863 0.9847 0.9831 0.99029 0.98864 0.98701 0.98547 0.98394 40 41 42 43 44 0.9459 0.9443 0.9427 0.9411 0.9395 0.9403 0.9387 0.9370 0.9352 0.9334 0.9369 0.9351 0.9333 0.9315 0.9297 0.9345 0.9327 0.9309 0.9290 0.9272 0.93720 0.93543 0.93365 0.93185 0.93001 75 76 77 78 79 0.8754 0.8729 0.8705 0.8680 0.8657 0.8676 0.8651 0.8626 0.8602 0.8577 0.8629 0.8604 0.8579 0.8554 0.8529 0.8592 0.8567 0.8542 0.8518 0.8494 0.86300 0.86051 0.85801 0.85551 0.85300 10 11 12 13 14 0.9842 0.9829 0.9816 0.9804 0.9792 0.9834 0.9820 0.9805 0.9791 0.9778 0.9826 0.9811 0.9796 0.9781 0.9766 0.9815 0.9799 0.9784 0.9768 0.9754 0.98241 0.98093 0.97945 0.97802 0.97660 45 46 47 48 49 0.9377 0.9360 0.9342 0.9324 0.9306 0.9316 0.9298 0.9279 0.9260 0.9240 0.9279 0.9261 0.9242 0.9223 0.9204 0.9252 0.9234 0.9214 0.9196 0.9176 0.92815 0.92627 0.92436 0.92242 0.92048 80 81 82 83 84 0.8634 0.8610 0.8585 0.8560 0.8535 0.8551 0.8527 0.8501 0.8475 0.8449 0.8503 0.8478 0.8452 0.8426 0.8400 0.8469 0.8446 0.8420 0.8394 0.8366 0.85048 0.84794 0.84536 0.84274 0.84009 15 16 17 18 19 0.9780 0.9769 0.9758 0.9747 0.9736 0.9764 0.9751 0.9739 0.9726 0.9713 0.9752 0.9738 0.9723 0.9709 0.9695 0.9740 0.9725 0.9710 0.9696 0.9681 0.97518 0.97377 0.97237 0.97096 0.96955 50 51 52 53 54 0.9287 0.9269 0.9250 0.9230 0.9211 0.9221 0.9202 0.9182 0.9162 0.9142 0.9185 0.9166 0.9146 0.9126 0.9106 0.9156 0.9135 0.9114 0.9094 0.9073 0.91852 0.91653 0.91451 0.91248 0.91044 85 86 87 88 89 0.8510 0.8483 0.8456 0.8428 0.8400 0.8422 0.8394 0.8367 0.8340 0.8314 0.8374 0.8347 0.8320 0.8294 0.8267 0.8340 0.8314 0.8286 0.8258 0.8230 0.83742 0.83475 0.83207 0.82937 0.82667 20 21 22 23 24 0.9725 0.9714 0.9702 0.9690 0.9678 0.9700 0.9687 0.9673 0.9660 0.9646 0.9680 0.9666 0.9652 0.9638 0.9624 0.9666 0.9651 0.9636 0.9622 0.9607 0.96814 0.96673 0.96533 0.96392 0.96251 55 56 57 58 59 0.9191 0.9172 0.9151 0.9131 0.9111 0.9122 0.9101 0.9080 0.9060 0.9039 0.9086 0.9065 0.9045 0.9024 0.9002 0.9052 0.9032 0.9010 0.8988 0.8968 0.90839 0.90631 0.90421 0.90210 0.89996 90 91 92 93 94 0.8374 0.8347 0.8320 0.8293 0.8266 0.8287 0.8261 0.8234 0.8208 0.8180 0.8239 0.8212 0.8185 0.8157 0.8129 0.8202 0.8174 0.8146 0.8118 0.8090 0.82396 0.82124 0.81849 0.81568 0.81285 25 26 27 28 29 0.9666 0.9654 0.9642 0.9629 0.9616 0.9632 0.9618 0.9604 0.9590 0.9575 0.9609 0.9595 0.9580 0.9565 0.9550 0.9592 0.9576 0.9562 0.9546 0.9531 0.96108 0.95963 0.95817 0.95668 0.95518 60 61 62 63 64 0.9090 0.9068 0.9046 0.9024 0.9002 0.9018 0.8998 0.8977 0.8955 0.8933 0.8980 0.8958 0.8936 0.8913 0.8890 0.8946 0.8924 0.8902 0.8879 0.8856 0.89781 0.89563 0.89341 0.89117 0.88890 95 96 97 98 99 0.8240 0.8212 0.8186 0.8158 0.8130 0.8152 0.8124 0.8096 0.8068 0.8040 0.8101 0.8073 0.8045 0.8016 0.7987 0.8062 0.8034 0.8005 0.7976 0.7948 0.80999 0.80713 0.80428 0.80143 0.79859 30 31 32 33 34 0.9604 0.9590 0.9576 0.9563 0.9549 0.9560 0.9546 0.9531 0.9516 0.9500 0.9535 0.9521 0.9505 0.9489 0.9473 0.9515 0.9499 0.9483 0.9466 0.9450 0.95366 0.95213 0.95056 0.94896 0.94734 65 66 67 68 69 0.8980 0.8958 0.8935 0.8913 0.8891 0.8911 0.8888 0.8865 0.8842 0.8818 0.8867 0.8844 0.8820 0.8797 0.8771 0.8834 0.8811 0.8787 0.8763 0.8738 0.88662 0.88433 0.88203 0.87971 0.87739 100 0.8102 0.8009 0.7959 0.7917 0.79577 *It should be noted that the values for 100 percent do not agree with some data available elsewhere, e.g., American Institute of Physics Handbook, McGraw-Hill, New York, 1957. Also, see Atack, Handbook of Chemical Data, Reinhold, New York, 1957. Also, see Tables 2-234 and 2-305 for pure component densities. SAMPLE CALCULATIONS Density of initial solution: ?=mass of initial solution+pycnometer-mass of empty pycnometervolume of pycnometer =41.00-19.0025.00 =0.8800 g/ml Weight percent of methanol via table 5 and interpolation: y=x-x1(y2-y1)(x2-x1)+y1 =0.8800-.8787(66-67)(.8811-.8787)+67 =66.46 Number of moles of methanol: mass of methanol=mass of initial solution(weight percent of methanol) =22.00(.6646) =14.62 moles of methanol=mass of methanolmolecular weight of methanol =14.6232.04 =.4563 Mole fraction of methanol: mole fraction of methanol=moles of methanolmoles of methanol+moles of water =.4563.4563+.6000 =.4320 Vapour pressure via Antoine equation (constants from Seader et al, 2006): log10PM=A-BT+C log10PM=7.87863-1473.1180.00+230 PM=1338 mmHg Mole fraction in vapour phase via Raoult’s Law: In liquid phase: xm=Ptotal-PWPM-PW =760.0-355.31338-355.3 =.4118 In vapour phase: yM=(PM)(xM)Ptotal =1338(.4118)760.0 =.7250 Non-ideal calculations via van Laar equation (constants from Seader et al, 2006): ln?M=A121+xMA12xWA212 ln?M=.80411+(.4118)(.8041)(.5882)(.5619)2 ?M=1.222 [[[COMMENT BY Nicholas (2013-11-14T00:07:00Z)]]] Can you determine these with your experimental data? [[[---]]] ln?W=A211+x2A21x1A122 ln?W=.56191+(.4118)(.5619)(.5882)(.8041)2 ?W=1.288 yM=(?M)(PM)(xM)Ptotal =(1.222)1338(.4118)760.0 =.8859 [[[COMMENT BY Nicholas (2013-11-14T00:07:00Z)]]] How do you tell if this is ideal/nonideal [[[---]]] Thermodynamic consistency verification x1dln(?1)+x2dln(?2)=0 x=0x=1ln?(?1/?2)dx=0 abfxdx?h3[fa+4fa+b2+f(b)] Plotting ln(?M/?W) vs. xM a straight line is formed. The equation from this line is used to calculate the area under the graph via simpson’s one third rule. If this value is approximately equal to 0 the data is thermodynamically [[[COMMENT BY Nicholas (2013-11-14T00:07:00Z)]]] How close is acceptable? [[[---]]] consistent. Calculating percent error for ideal solution methanol mole fraction in vapour phase: Percentage Error=?yM, theo-yM,exp?yM,theo*100 Percentage Error=?.625-..7250?.625*100 Percentage Error=16% REFERENCES Turcotte, G., CHE415 Laboratory Manual 2013: Liquid-Vapor Equilibrium Othmer Equilibrium Still, Ryerson University, Blackboard Site. Seader, J.D., Henley, D.J. (2006). Separation Process Principles. 2nd ed. New York: J. Wiley. Winnick, J. (1997). Chemical Engineering Thermodynamics. New York: John Wiley & Sons, Inc. Perry, R. H., & Green, D. W. (2007). Perry's chemical engineers' handbook. New York, NY: McGraw-Hill.

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