  Using the constrained superfields formalism to describe the interactions of a
light goldstino to matter fields in supersymmetric models, we identify
generalised, higher-order holomorphic superfield constraints that project out
the superpartners and capture the non-universal couplings of the goldstino to
matter fields. These arise from microscopic theories in which heavy
superpartners masses are of the order of the supersymmetry breaking scale
(\sqrt f). In the decoupling limit of infinite superpartners masses, these
constraints reduce to the familiar, lower-order universal constraints discussed
recently, that describe the universal goldstino-matter fields couplings,
suppressed by inverse powers of \sqrt f. We initiate the study of the couplings
of the Standard Model (SM) fields to goldstino in the constrained superfields
formalism.
