Adhesion in a bonded joint is subjected not only to a transverse peel
stress and a shear stress, but also to two normal stresses, parallel a
nd perpendicular to the joint, due to the constraint imparted by the a
dherends. In this paper, analytical solutions have been obtained for t
hese two normal stresses. These solutions have been verified by compar
ing with finite element results. As an alternative, an approximate met
hod is also developed, which is shown to be in good agreement with the
se triaxial stresses in a region close to the end of the joint. The tr
iaxial stress state induces a stiffening effect, and hence existing pe
el stress solutions should be modified to reflect such stress triaxial
ity. The influences of these additional stress components on the yield
ing behaviour of adhesives in bonded joints are briefly discussed. Cro
wn copyright (C) 1997 published by Elsevier Science Ltd.