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tesis.nlo
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\nomenclatureentry{z-cif$CIF$@[{$CIF$}]\begingroup Cauchy's Integral Formula\nomeqref {1.1}|nompageref}{1}
\nomenclatureentry{a-F$F$@[{$F$}]\begingroup complex function\nomeqref {1.1}|nompageref}{1}
\nomenclatureentry{g-p$\pi$@[{$\pi$}]\begingroup $\simeq 3.14\ldots$\nomeqref {1.1}|nompageref}{1}
\nomenclatureentry{g-i$\iota$@[{$\iota$}]\begingroup unit imaginary number $\sqrt{-1}$\nomeqref {1.1}|nompageref}{1}
\nomenclatureentry{g-g$\gamma$@[{$\gamma$}]\begingroup a simply closed curve on a complex plane\nomeqref {1.1}|nompageref}{1}
\nomenclatureentry{x-i$\oint_\gamma$@[{$\oint_\gamma$}]\begingroup integration around a curve $\gamma$\nomeqref {1.1}|nompageref}{1}
\nomenclatureentry{r-j$j$@[{$j$}]\begingroup superscript index\nomeqref {1.1}|nompageref}{1}
\nomenclatureentry{s-0$0$@[{$0$}]\begingroup subscript index\nomeqref {1.1}|nompageref}{1}
\nomenclatureentry{s-critcrit@[{crit}]\begingroup Critical state\nomeqref {1.1}|nompageref}{1}
\nomenclatureentry{z-DEMDEM@[{DEM}]\begingroup Discrete Element Method\nomeqref {1.1}|nompageref}{1}
\nomenclatureentry{z-FEMFEM@[{FEM}]\begingroup Finite Element Method\nomeqref {1.1}|nompageref}{1}
\nomenclatureentry{z-PFEMPFEM@[{PFEM}]\begingroup Particle Finite Element Method\nomeqref {1.1}|nompageref}{1}
\nomenclatureentry{z-FVMFVM@[{FVM}]\begingroup Finite Volume Method\nomeqref {1.1}|nompageref}{1}
\nomenclatureentry{z-BEMBEM@[{BEM}]\begingroup Boundary Element Method\nomeqref {1.1}|nompageref}{1}
\nomenclatureentry{z-MPMMPM@[{MPM}]\begingroup Material Point Method\nomeqref {1.1}|nompageref}{1}
\nomenclatureentry{z-LBMLBM@[{LBM}]\begingroup Lattice Boltzmann Method\nomeqref {1.1}|nompageref}{1}
\nomenclatureentry{z-PCIPCI@[{PCI}]\begingroup Peripheral Component Interconnect\nomeqref {1.1}|nompageref}{1}
\nomenclatureentry{z-USLUSL@[{USL}]\begingroup Update Stress Last\nomeqref {1.1}|nompageref}{1}
\nomenclatureentry{z-DKTDKT@[{DKT}]\begingroup Draft Kiss Tumble\nomeqref {1.1}|nompageref}{1}
\nomenclatureentry{z-PPCPPC@[{PPC}]\begingroup Particles per cell\nomeqref {1.1}|nompageref}{1}