Page 392 - Process Modelling and Simulation With Finite Element Methods

Index 379

imperfect mixing .... 145, 146. 15 1. 159. level set method ....... 20. 293. 294. 295.
160. 171 297.299.302. 3 10
Incompressible Navier-Stokes lidar .............. 245.246.266. 270
application mode ......................... 1 10 Lighthill Poisson equation .............. 332
.....................
Index into matrix is negative Line integrals.................................246
246
or zero ......................................... 242 linear system analysis.......................23
Inf or NaN repeatedly found in linux................................116,121,130
solution . Returned solution has Liquid chromatography ................... 228
not converged ...........................25 local shape functions ......................... 96
initial value problems.................33,44 logically disjoint domains ............... 138
IVP...................................33,44,45 lumped parameter ... 139. 140. 145. 152.
integral equations ....... 19.63. 245. 27 1. 159. 160
272.277.280.281. 290 lumped parameters ....... 137. 153
Fredholm .... 271. 272. 273.275. 277. lumped variables ............... 140
280
Volterra ...... 271.272. 275. 277. 280. magnetohydrodynamics ................... 108
284 marching ............. 23. 33. 35. 36. 44. 59
Integrating by parts ........................... 94 mass transfer . .... 63. 75
integro-differential equations ........ .246. mass transfer coefficient ......... 141. 143.
247.272. 273 145. 152. 168
inverse equations......245 matlab functions
inverse function . assemble ..... 174. 198. 199. 208. 209.
inverse problem .... ..245. 246. 247. 249. 257
250.257. 259 asseminit ..................... 234. 235. 241
cross ............................................ 356
Jacobian ............. 18, 24, 26, 27, 28. 32. det ................................
37. 43.48. 74. 77. 81. 84. 86. 89. dlmwrite............116, 190, 208, 224
113. 144. 175. 242. 255. 257. 235
286. 289 dot ....................... 352, 354, 359, 361
eig ........................................... 52, 53
Kernel .............. 272. 273. 276. 277. 279 eigs .......................................... 53, 57
kinetic asymmetry ........... 140. 141. 143 element-by-element division ......... 53
Krylov subspace decomposition ...... 2 12 eye ............... 110, 245, 358, 359, 362
femeig ........ 182, 186, 187, 188, 190,
Lo norm ........................................... 237 198, 199,207,208, 209
L2 norm ........................................... 237 fminsearch .................... 262, 264
Lagrange elements ................. 91, 92. 93 for ............................................... 116
Lagrange multiplier .......... 87. 216. 289. fzero .............................................. 28
315, 318 interpl .......... 118, 120, 127, 163,
Lagrange multipliers ............. 86. 87. 88 196. 364
generalized boundary flux .......... 3 15 interp2 ........... 133. 154, 364, 366
Langmuir isotherms ........................ 228 linspace ........... 37. 38. 358, 359, 367
Langmuir-Hinshelwood .................. 167 logspace ...................................... 358
Laplace transforms ............................ 7 1 Matrix inversion ........................... 51
Lattice Boltzmann method .............. 293 meshgrid ......... 132, 154, 364, 366
Laurent series .................................. 226 norm 177, 237, 260, 261, 262,
least squares solution ........................ 88 263. 355