Page 391 - Process Modelling and Simulation With Finite Element Methods

378 Process Modelling and Simulation with Finite Element Methods
curved mesh elements ....................... 93 exact Jacobian ............................. 27. 28
cusp formation ........................ 293. 304 exact numerical simulation .............. 246
Export to file ................................... 131
Damkohler number ............................ 45 extended multiphysics ...... 11. 137. 139.
Danckwerts boundary conditions .... 123 165.246
derivative theorem ........................... 35 1
design ....... 16. 23. 38.44. 63. 123. 137. FEM eigenanalysis .......................... 173
139. 147. 349 FEMLAl3 mat-files
dielectric constants ......... 250. 254. 255. ect.mat.........................315,316,317
............. 315. 316. 317
.............................
119
2.59.262.263. 264 freeconv.mat.................................119
differential side wall heating ..........107 FEMLAB models
differentiation rules................1119,120 turbulent static mixer model ......
diffuse interface modeling ............293 femnlin ............................................. 24
diffusion equation.............................70 fiber composite medium ..245. 246. 27.5
Dirac delta fun Fick‘ s law ........................................ 159
301 FIDAP ..........................
discrete element methods................246 film drying ...... 215. 227. 228. 241. 242.
discretization...............................89,95 272
distillation....................................63,75 finite elements ......
distributed constraints.......................140 flash ..........................
divergence theorem......................79,94 flash distillation ......
double diffusion .. Fragmentation ................. 28 1. 292. 311
dynamical similarit free boundary problems ................... 216
free convection ....... 136. 1.52, 157. 158.
edge nodes .............................. 160
EIDORS ............................... front tracking .... ........... 293. 294
eigenmode ....... 173. 177. 200. 210. 211
eigenvalue ....... 53.57.60. 61.173. 176. Galerkin method .............. 245. 314. 315
177. 183. 188. 190. 191. 192. 198. Galerkin’s formulation ...................... 97
199. 201. 202. 207. 208. 209. 210. gas constant ....................................... 71
213. 351 Gauss’ law .......................
Eignvalues........................................52 general form .........................
Eigenvectors.....................................52 General Mode ..................
electrical conduct geometric continuation ..... 19. 215. 216.
electrochemical b 217.223.225.227. 241
motion.........................................313 geometrical continuation
eletrokinetic flow......20,108,155,256, global emergent properties .............. 173
313.314.320.32.5.336. 349 GNUPLOT .......... .................. 235
electrophoresis........320,321,326,346 gravity current
... 320. 321. 326. 346
element type grid independence ........................... 242
Complex ....................................... 90
Multiplex .......................... 90 Hagen-Poiseuille ............. 2 18. 21 9. 222
Simplex ............................. 90 heat conduction ................................. 23
...................................
elliptic66 Heat transfer .............................. 55. 56
equilibrium ... 29. 32.63. 141. 159. 171. Hermite elements ................... 91. 92. 93
174. 184.213.294. 32.5 hyperbolic ............................. 63. 65. 75
Euler method ................... 33. 34 HYSYS ............................... 5. 140. 290