动力学分析.xls

《动力学分析.xls》由会员分享，可在线阅读，更多相关《动力学分析.xls（13页珍藏版）》请在淘文阁 - 分享文档赚钱的网站上搜索。

1、苯胺时间（t）S0SCtQtt0298080323.880323.8298001298580323.879174.9 293.73764.2624522981080323.877333 286.9042 11.095821032981580323.876029.2 282.067115.93291542982080323.875548.5 280.2837 17.716292052983080323.873630.5273.168 24.832033062984080323.872255.4 268.0664 29.933634072985080323.870117.5 260.1348 37

2、.865215082986080323.868696254.861 43.138956092987580323.866849.1 248.0091 49.9909275102989080323.866438.2 246.4846 51.51535901129810580323.866127.5245.332 52.668041051229812580323.865901.5 244.493553.50651251329814280323.862801.5 232.9926 65.007451421429817480323.860356.3 223.920974.0791174152982238

3、0323.859679.5221.41 76.590022231629824780323.858305.9 216.3139 81.686052471729830780323.857806.2 214.4601 83.539933071829836780323.857213.2212.26 85.739953671929880323.8029804003503002502001501005000102030405060708090100系列14003503002502001501005000102030405060708090100系列1一级方程ln(Qe-Qt)=lnQe-K1t二级方程1/

4、(Qe-Qt)=1/Qe+K2tln(Qe-Qt)1/(Qe-Qt)R1K1Qe 计算R2K23.979681650.0186915890.023254.81150.00063.896657550.0203096823.747246950.0235825813.626128760.026619034169.35553.577492880.0279456743.35578030.0348821413.159820540.0424333552.749498680.0639599172.338053570.0965153151.255354110.2849749190.685441760.50386

5、759-0.18397521.2019860563.471764570.0333405573.029773740.054075832.4528050.1061469972.209370580.1447182071.3897750.5512840840.77013964-25.0424941535030025020015010050000.511.522.533.54y=-0.0143x+5.132R2=0.9658系列1Linear(系列1)45403530252015105000.0050.010.0150.020.0250.030.0350.040.045y=0.0006x+0.0176R

6、2=0.988系列1Linear(系列1)605040302010000.511.522.533.544.5y=-0.0232x+4.0039R2=0.9813系列1Linear(系列1)25020015010050000.020.040.060.080.10.120.140.16y=0.0012x-0.1072R2=0.9729系列1Linear(系列1)4003503002502001501005000102030405060708090100系列14003503002502001501005000102030405060708090100系列1Qe 计算56.81818二级方程1/(Qe

7、-Qt)=1/Qe+K2t35030025020015010050000.511.522.533.54y=-0.0143x+5.132R2=0.9658系列1Linear(系列1)605040302010000.511.522.533.544.5y=-0.0232x+4.0039R2=0.9813系列1Linear(系列1)25020015010050000.020.040.060.080.10.120.140.16y=0.0012x-0.1072R2=0.9729系列1Linear(系列1)对甲苯胺时间（t）S0SCtQt时间（t）ln(Qe-Qt)03050 126402.2 126402

8、.230500 3.97217713055 126402.2 119530.7 288.4195 16.580475 3.597847230510 126402.2 114658.1 276.6623 28.3377210 3.209321330515 126402.2 112941.2 272.5195 32.4804915 3.026238430520 126402.2112324 271.0303 33.9697520 2.951271530530 126402.2 108055.7 260.7311 44.2688730 2.178283630540 126402.2 104644.9

9、 252.501152.498940-0.50899730550 126402.2 104432.5 251.9886 53.0114150-2.42371830560 126402.2 102790.3 248.0261 56.9739360 4.025817930579 126402.2 101611.6245.182 59.8180579 3.9737191030592 126402.296786.3 233.5388 71.4611792 3.72662911305107 126402.289942.1 217.0242 87.97577107 3.21984512305126 126

10、402.285123.6 205.3975 99.60248126 2.59506913305146 126402.283426.7201.303103.697146 2.23033814305167 126402.282147.3 198.2159 106.7841167 1.82711115305187 126402.281419.3 196.4593 108.54071871.4949916305207 126402.280715.3 194.7606 110.2394207 1.01544317305237 126402.279901.3 192.7965 112.2035237-0.

11、2275818305267 126402.280065.7 193.1931 111.8069267 0.17659219305297 126402.279872.5192.727112.273297-0.3188820305357 126402.279684.7 192.2738 112.7262357-1.295293530252015105000.511.522.533.544.5y=-0.0559x+3.9014R2=0.9708系列1Linear(系列1)400350300250200150100500-2-1012345y=-0.0192x+5.1714R2=0.9668系列1Li

12、near(系列1)一级方程ln(Qe-Qt)=lnQe-K1t二级方程1/(Qe-Qt)=1/Qe+K2t1/(Qe-Qt)R1K1Qe 计算R2K2Qe 计算0.0188320.0273830.0403840.0484980.0522730.1132361.66361811.28760.0178490.0188030.0240740.0399610.0746410.1074920.1608780.2242510.3622421.2555580.8381211.375583.652071400350300250200150100500020406080100120系列1252015105000

13、.010.020.030.040.050.06y=0.0018x+0.0199R2=0.9699系列1Linear(系列1)20018016014012010080604020000.050.10.150.20.25y=0.0021x-0.1811R2=0.9739系列1Linear(系列1)邻甲苯胺时间（t）S0SCtQt时间（t）ln(Qe-Qt)0303089686.0 89686.030300 4.6151211303589686.0 86765.9293.1346 9.8654235 4.51233723031089686.0 80664.0272.5196 30.4804110 4

14、.25589133031589686.0 78740.3266.0205 36.9795415 4.15920343032089686.0 70718.3238.918564.081520 3.60871353033189686.0 63658.3215.0666 87.9333831 2.57006163034189686.0 62476.8211.075 91.9250241 2.20552173035389686.0 61562.6207.9865 95.0134753 1.78951283036689686.0 59916.3202.4244 100.575666-0.85697930

15、38089686.0 59789.3201.9954 101.004680103039589686.0 58148.9196.4534 106.546695 4.4024831130311889686.0 55395.1187.1498 115.8502118 4.2815121230314389686.0 46464.9156.9795 146.0205143 3.7419351330316189686.0 44889.2151.6561 151.3439161 3.6070211430318389686.0 42710.5144.2954 158.7046183 3.38423615303

16、21189686.0 40879.3138.1088 164.8912211 3.1488321630324989686.039077.8 132.0225 170.9775249 2.8462191730327289686.038493.2 130.0475 172.9525272 2.7244151830329289686.035232.5 119.0314 183.9686292 1.4425261930331289686.0 34407.8116.2452 186.75483120.368222030335089686.0 33992.2114.8411 188.1589350-3.1

17、92370.07580.3032605040302010000.511.522.533.544.55y=-0.0597x+4.7706R2=0.9675系列1Linear(系列1)30025020015010050000.511.522.533.544.55y=-0.0098x+5.2663R2=0.9693系列1Linear(系列1)一级方程ln(Qe-Qt)=lnQe-K1t二级方程1/(Qe-Qt)=1/Qe+K2t1/(Qe-Qt)R1K1Qe 计算R2K2Qe 计算0.0099010.0109730.014180.015620.0270870.0765310.1101930.1670

18、422.356010.0122470.0138220.0237080.0271330.0339040.0429020.0580630.0655850.236330.69196524.34606400350300250200150100500020406080100120140160180200161412108642000.0020.0040.0060.0080.010.0120.0140.0160.018y=0.0004x+0.0096R2=0.963系列1Linear(系列1)30025020015010050000.010.020.030.040.050.060.07y=0.0003x-

19、0.0214R2=0.9872系列1Linear(系列1)400350300250200150100500020406080100120140160180200161412108642000.0020.0040.0060.0080.010.0120.0140.0160.018y=0.0004x+0.0096R2=0.963系列1Linear(系列1)30025020015010050000.010.020.030.040.050.060.07y=0.0003x-0.0214R2=0.9872系列1Linear(系列1)对氯苯胺时间（t）S0SCtQt时间（t）ln(Qe-Qt)03040 48

20、3424.8 483424.830400 5.14749413045 483424.8 438007.4 275.4394 28.560575 4.965913230410 483424.8 419749.6 263.9581 40.0419310 4.882484330415 483424.8 400155.2 251.636252.363815 4.784455430420 483424.8 387113.1 243.4347 60.5652820 4.713439530431 483424.8 349374.9 219.7032 84.2968131 4.473958630440 483

21、424.8 303383.8 190.7818 113.218240 4.073833730450 483424.8 275100.3 172.9959 131.004150 3.713471830461 483424.8 243281.8 152.9869 151.013161 3.043899930475 483424.8 238498.8 149.9791 154.020975 2.8892121030490 483424.8 230726.9 145.0918 158.908290 2.57198711304107 483424.8 221424.4139.242164.758107

22、1.97989212304124 483424.8 214764.9 135.0542 168.9458124 3.85129913304142 483424.8 210630.9 132.4545 171.5455142 3.79446614304158 483424.8 209868.4131.975172.025158 3.78362215304186 483424.8 187262.7 117.7595 186.2405186 3.39314816304221 483424.8 178773.2 112.4209 191.5791221 3.19543917304248 483424.

23、8 171944.2 108.1265 195.8735248 3.00203818304268 483424.8 170826.6 107.4237 196.5763268 2.96649519304293 483424.8 165299.9 103.9483 200.05172932.7693520304328 483424.8 154764.5 97.32312 206.6769328 2.23249721304376 483424.8 145212.1 91.31612 212.6839376 1.19879622304441 483424.8 139255.8 87.57052 21

24、6.42954411401201008060402000123456y=-0.0212x+4.9524R2=0.6967系列1Linear(系列1)40035030025020015010050000.511.522.533.54y=-0.0099x+5.3791R2=0.9202系列1Linear(系列1)1/(Qe-Qt)一级方程ln(Qe-Qt)=lnQe-K1t二级方程1/(Qe-Qt)=1/Qe+K2t0.005814R1K1Qe 计算R2K2Qe 计算0.0069720.0075780.0083590.0089740.0114020.0170120.0243930.0476490.

25、055620.0763840.1380840.3274220.0220.0222350.032510.0393380.0473340.0489630.0590030.096870.2316891.7527745004504003503002502001501005000501001502002503530252015105000.0020.0040.0060.0080.010.012y=0.0002x+0.0059R2=0.9879系列1Linear(系列1)35030025020015010050000.010.020.030.040.050.060.07y=0.0002x-0.0142R2=0.9851系列1Linear(系列1)3530252015105000.0020.0040.0060.0080.010.012y=0.0002x+0.0059R2=0.9879系列1Linear(系列1)35030025020015010050000.010.020.030.040.050.060.07y=0.0002x-0.0142R2=0.9851系列1Linear(系列1)