W. Sandhas

Photonuclear reactions of three-nucleon systems

We discuss the available data for the differential and the total cross section for the photodisintegration of

Calculating deuteron photodisintegration amplitudes using nonsingular scattering equations

{}^{3}\mathrm{He}

Coulomb effects in three-body reactions with two charged particles

and

Unitary pole approximations and expansions in few-body systems

{}^{3}\mathrm{H}

Effective two-body equations for the four-body problem with exact treatment of (2+2)-subsystem contributions

and the corresponding inverse reactions below

Photodisintegration of 4He in the integrodifferential equation approach.

{E}_{\ensuremath{\gamma}}=100

Four-body calculation of the breakup reaction /sup 3/He(p,pd)/sup 1/H

MeV by comparing with our calculations using realistic

Neutron-deuteron breakup calculations with W-matrix representation of the two-body input.

\mathrm{NN}

Comment on ''Triad of three-particle Lippmann-Schwinger equations''

interactions. The theoretical results agree within the error bars with the data for the total cross sections. Excellent agreement is achieved for the angular distribution in the case of

Four-nucleon scattering in the K-matrix approach with improved treatment of the (2+2) channels

{}^{3}\mathrm{He},