  We theoretically study the spin and charge currents induced by a spin-motive
force in a two-dimensional Dirac semimetal protected by nonsymmorphic
symmetries. Glide mirror plane symmetry, a nonsymmorphic symmetry, leads to a
constraint to the induced current; the spin-motive force acting on out-of-plane
spin (in-plane spin) induces the pure spin (charge) current. We calculate the
response function to the spin-motive force in linear response theory and find
that the conductivity for the pure spin current remains non-zero even if the
Fermi energy is crossing the node of linear dispersion. We also find that the
dissipationless spin current is induced at the charge neutral point.
