We present a new analytical charge conserving capacitance model for hi
gh electron mobility transistors (HEMTs) based on the quasi-static app
roximation and a proper partitioning of the channel charge between the
source and the drain terminals. Simple analytical expressions for thr
ee terminal charges (Q(g), Q(d), and Q(s)) were derived by integrating
the sheet charge density over the gate length. This leads to a total
of nine so-called transcapacitances by taking derivatives of the termi
nal charges with respect to the voltages at three nodes. The nine tran
scapacitances can be organized into a 3 x 3 matrix obeying Kitchhoffs
current law and independence of reference. The transcapacitances are n
on-reciprocal in nature, i.e. Cij not equalCji. when i not equal j. Th
e model is valid both above and below threshold and shows good agreeme
nt with experimental data. 1998 Published by Elsevier Science B.V. All
rights reserved.