COMPUTATION OF STEADY-STATE CMOS LATCHUP CHARACTERISTICS

被引:15
作者
COUGHRAN, WM
PINTO, MR
SMITH, RK
机构
[1] AT&T, Murray Hill, NJ, USA, AT&T, Murray Hill, NJ, USA
关键词
INTEGRATED CIRCUITS; VLSI;
D O I
10.1109/43.3162
中图分类号
TP3 [计算技术、计算机技术];
学科分类号
0812 ;
摘要
Robust computational techniques are presented for steady-state characterization of CMOS latchup via numerical device simulation. Of specific interest are efficient means of accurately evaluating knees in I-V characteristics, corresponding to latchup triggering and holding points. Making use of predictor-corrector continuation procedures and special initial-guess strategies, more than an order of magnitude improvement in computational efficiency is achieved over previous approaches. It is shown that for some latchup problems, these methods are essential due to their unique ability to trace characteristics that are multivalued in both I and V. Simulated results for both triggering and holding characteristics of a VLSI CMOS process are presented, from which primary structural dependencies are identified and new physical insight is obtained.
引用
收藏
页码:307 / 323
页数:17
相关论文
共 37 条
[21]   COMPUTATION OF CURRENT VOLTAGE CHARACTERISTICS IN A SEMICONDUCTOR-DEVICE USING ARC-LENGTH CONTINUATION [J].
MARKOWICH, PA ;
RINGHOFER, CA ;
STEINDL, A .
IMA JOURNAL OF APPLIED MATHEMATICS, 1984, 33 (02) :175-187
[22]  
Mock M., 1983, ANAL MATH MODELS SEM
[23]   THE DYNAMICS OF LATCHUP TURN-ON BEHAVIOR IN SCALED CMOS [J].
ODANAKA, S ;
WAKABAYASHI, M ;
OHZONE, T .
IEEE TRANSACTIONS ON ELECTRON DEVICES, 1985, 32 (07) :1334-1340
[24]  
Pinto M. R., 1984, International Electron Devices Meeting. Technical Digest (Cat. No. 84CH2099-0), P288
[25]   ACCURATE TRIGGER CONDITION ANALYSIS FOR CMOS LATCHUP [J].
PINTO, MR ;
DUTTON, RW .
IEEE ELECTRON DEVICE LETTERS, 1985, 6 (02) :100-102
[26]   AN EFFICIENT NUMERICAL-MODEL OF CMOS LATCH-UP [J].
PINTO, MR ;
DUTTON, RW .
IEEE ELECTRON DEVICE LETTERS, 1983, 4 (11) :414-417
[27]   A SUPERLINEARLY CONVERGENT METHOD FOR COMPUTING TURNING-POINTS OF CURVES IMPLICITLY DEFINED BY NON-LINEAR SYSTEMS OF EQUATIONS [J].
PONISCH, G ;
SCHWETLICK, H .
NUMERISCHE MATHEMATIK, 1982, 38 (03) :455-466
[28]  
PRICE CH, 1982, THESIS STANFORD U
[29]   ITERATIVE METHODS IN SEMICONDUCTOR-DEVICE SIMULATION [J].
RAFFERTY, CS ;
PINTO, MR ;
DUTTON, RW .
IEEE TRANSACTIONS ON ELECTRON DEVICES, 1985, 32 (10) :2018-2027
[30]   SOLUTION FIELDS OF NON-LINEAR EQUATIONS AND CONTINUATION METHODS [J].
RHEINBOLDT, WC .
SIAM JOURNAL ON NUMERICAL ANALYSIS, 1980, 17 (02) :221-237