  We work out some properties of a recently proposed globally N = 1
supersymmetric extension of relativistic fluid mechanics in four-dimensional
Minkowski space. We construct the lagrangean, discuss its symmetries and the
corresponding conserved Noether charges. We reformulate the theory in
hamiltonian formulation, and rederive the (supersymmetry and internal)
transformations generated by these charges. Super-Poincare algebra is also
realized in this formulation.
