The appearance of bound states with large binding energies of several hundr
ed MeV in the three-body system, known as bound state collapse, is investig
ated. For this purpose three classes of two-body potentials are employed; l
ocal potentials equivalent to nonlocal interactions possessing a continuum
bound state, in addition to the usual negative-energy bound state; local po
tentials with a strong attractive well sustaining a forbidden state; and su
persymmetric transformation potentials. It is first shown that local potent
ials equivalent to the above nonlocal ones have a strong attractive well in
the interior region which supports, in addition to the physical deuteron s
tate, a second bound state (usually called a pseudobound state) with a larg
e binding energy, which is responsible for the bound state collapse in the
three-body (and in general to the N-body) system. Second, it is shown that
local potentials with a forbidden state also generate a three-body bound st
ate collapse. implying that the role played by the forbidden state is simil
ar to the one played by the pseudobound state. Finally, it is shown that th
e removal of the forbidden state via supersymmetric transformations also re
sults in the disappearance of the collapse. Thus one can safely argue that
the presence of unphysical bound states with large binding energies in the
two-body system is responsible for the bound state collapse in the three-bo
dy system.