Application of adaptive structural interfaces (members with actively c
ontrolled local properties) as energy dissipaters is discussed. It is
demonstrated that the optimal strategy of adaptation of properly locat
ed devices allows accumulation of strain energy (as a pretensioned are
) in the first instant of the overloading and then release of this ene
rgy in a controlled way, which leads to a significant increase in the
overall energy dissipation. The problem of optimal location for dissip
aters and the corresponding (controlled) yield stress is formulated an
d decomposed into two subproblems: first, determining the optimal stre
ss redistribution, and second, selecting the best location for dissipa
ters and the deformation component due to plastic-like distortions, ge
nerated in adaptive members. The general algorithm for the solution of
the problem is illustrated by a numerical example of a truss-beam str
ucture.