Shear horizontal acoustic plate mode (SH-APM) sensors have been receiv
ing a great deal of attention in biochemical applications for a few ye
ars [1-3]. They consist of a quartz plate with two interdigital transd
ucers (IDTs) deposited on one surface, and a sensitive and selective c
oating layered on the opposite surface along which the wave interferes
. The sensor sensitivity to mass loading, the acousto-electric effects
, and the influence of viscosity, conductivity and temperature depend
strongly on the considered mode and on the geometrical parameters of t
he delay line. Moreover, the nature and the crystallographic cut of th
e substrate, the ratio between the plate thickness and the wavelength,
and the operating temperature are also important parameters. Systemat
ic experimental studies are all the more difficult to achieve since th
ere are many propagation modes and various detection mechanisms. As a
consequence, our research on SH-APM sensors involves modelling devices
. The modelling based on a 'matrix approach' was carried out with the
help of the formal mathematics software MapleV. In this paper are repo
rted the analytical and numerical results obtained with the software,
as well as the calculation of the SH-APM phase velocity that can propa
gate in thin quartz plates of particular crystallographic cuts. These
theoretical results are compared with experimental responses. (C) 1998
Elsevier Science S.A. All rights reserved.