2.2 One-Dimensional Distribution Functions



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2.2 One-Dimensional Distribution Functions

  The simplest and fastest way for the calculation of implanted profiles is the application of distribution functionsgif (e.g. [Gib68], [Fur72], [Gib73], [Hof75c]). It is implemented in most general process simulators, e.g.: BICEPS [Pen83], COMPOSITE [Lor85], DIOS [Hün90], FEDSS [Sal83], ICECREM [Pic90], IMPACT4 [Bac88], MEMBRE [Mur82], MIMAS [Paf90], MUSIC [Mij91], OPUS [Nis89], PEPPER [Mul89], PREDICT2 [Ros91], PROMIS [Pic85a], RECIPE [Smi82], ROMANS [Mal83], SMART-P [Oda88], SPIRIT [Ohg87], SUPREM III [Ho83b], SUPREM IV [Law88], TITAN [Ger89].

For the analytical description of implantation profiles it is assumed that they can be closely approximated by statistical functions. The type of function is assumed a priori, its free parameters are calculated from theory or fitted to experiments [Rys81], [Jah81], [Tas89], [Par90].





Martin Stiftinger
Wed Oct 19 13:03:34 MET 1994