In the context of linear anisotropic elasticity, a universal singular
stress field may exist in the region surrounding a sharp reentrant cor
ner (notch). In general, both the radial and tangential variation of t
he stress fields differ for mode I (symmetric) and made II (antisymmet
ric) deformations, and for general anisotropy the mode I and II deform
ations are coupled. A failure criterion based on critical values of th
e stress intensities may be appropriate in situations where the region
around the corner dominated by the singular fields is large compared
to the size of intrinsic flaws and any inelastic zones. We determined
the mode I stress fields and stress intensities for two sets of notche
d silicon flexure specimens using a combination of an asymptotic analy
sis using the Stroh formalism, dimensional considerations, and continu
um finite element analysis. We carried out a companion experimental st
udy to assess the suitability of a critical stress intensity failure c
riterion. Specifically, assuming such a criterion is valid, we extract
ed critical values of the mode I stress intensities for a series of no
tched silicon flexure specimens with notch angles of 70.53 degrees and
125.26 degrees. The specimens were fabricated by anisotropic etching
of silicon wafers in KOH, resulting in notch angles of 70.53 degrees b
etween (111) and (<(11)over bar>1) planes and 125.26 degrees between (
111) and (100) planes. The data show that good failure correlation is
obtained through the use of a single parameter, the critical mode I st
ress intensity. (C) 1998 American Institute of Physics. [S0021-8979(98
)08506-5].