1 0 0 0.05 5 s 1 0 original 0 sundials 0 dassl 1e-3 1e-6 1e-2 2000 1000 0.8 1028 416 0 -28 1 1028 0 0 0 Step Ws 77 226 0 42.7 40.6 78 267 Start_time 's' 1 660 4 Initial_Value 1 0.8 4 Final_Value 1 0.8 4 Step Ti 78 126 0 42.7 40.6 86 167 Final_Value 1 50 4 Start_time 's' 1 440 4 Initial_Value 1 50 4 Step W 79 47 0 42.7 40.6 86 86 Initial_Value 1 12 4 Final_Value 1 12 4 Start_time 's' 1 5 4 SumSub A1 387 115 0 32.9 33.6 356.5 119 SumSub S1 172 168 0 32.9 33.6 145 175 Select_operation 1 "Subtraction" 4 Constant Cp 78 438 0 42.7 40.6 85 478 Value 1 3.75 4 Constant m 78 371 0 42.7 40.6 88 411 Value 1 360 4 Constant Lambda 78 300 0 42.7 40.6 67 341 Value 1 2250 4 MultDiv M1 172 408 0 32.9 33.6 141 407 MultDiv D1 243 341 0 32.9 33.6 214 346 Select_operation 1 "Division" 4 MultDiv M3 245 87 0 32.9 33.6 213 91 Integrator T 487 115 0 42.7 40.6 499 158 Initial_Condition 1 80 4 MultDiv M2 313 288 0 32.9 33.6 281 288 S001 114.7 385.3 182.45 402 m Out M1 In1 S002 114.7 452.3 182.45 435.6 Cp Out M1 In2 S003 198.9 418.8 253.45 368.6 M1 Out D1 In2 S004 114.7 314.3 253.45 335 Lambda Out D1 In1 S005 269.9 351.8 323.45 315.6 D1 Out M2 In2 S006 113.7 240.3 323.45 282 Ws Out M2 In1 S007 114.7 140.3 182.45 162 Ti Out S1 In1 S008 198.9 178.8 255.45 114.6 S1 Out M3 In2 S009 115.7 61.3 255.45 81 W Out M3 In1 S010 271.9 97.8 397.45 109 M3 Out A1 In1 S011 339.9 298.8 397.45 142.6 M2 Out A1 In2 S012 413.9 125.8 481 129.3 A1 Out T In S013 523.7 129.3 182.45 195.6 T Out S1 In2