A straightforward procedure is demonstrated for measuring local cyclic
elastoplastic biaxial stresses at notch roots. First, the biaxial cyc
lic strains are measured over short gage lengths (150 or 200 micromete
rs) with a laser-based strain measuring system. Then, cyclic stresses
are computed from those measured strains by using an elastoplastic con
stitutive model. The material selected for this study is HY-80 steel w
hich has a fine grain size and is isotropic. Double-notched specimens
were prepared with two different notch geometries: a U-shaped notch wi
th a 4.76 mm radius and a V-shaped notch with a 1.0 mm radius, Two thi
cknesses, 2.54 and 12.7 mm, were tested for each notch geometry to pro
duce four different amounts of notch constraint. The results of cyclic
biaxial strain measurements show good reproducibility. Stress computa
tions based on two different constitutive models were used to compute
stresses for the first cycle and a stable cycle. One of the constituti
ve models is the classical J(2) flow theory and the other is a two-sur
face cyclic plasticity model. The results computed using these two mod
els show good agreement with each other, The measured stresses show th
e effect of constraint on the elastoplastic behavior at notch roots un
der cyclic loading conditions.