  The theory of turbulent transport of parallel momentum and ion heat by the
interaction of stochastic magnetic fields and turbulence is presented.
Attention is focused on determining the kinetic stress and the compressive
energy flux. A critical parameter is identified as the ratio of the turbulent
scattering rate to the rate of parallel acoustic dispersion. For the parameter
large, the kinetic stress takes the form of a viscous stress. For the parameter
small, the quasilinear residual stress is recovered. In practice, the viscous
stress is the relevant form, and the quasilinear limit is not observable. This
is the principal prediction of this paper. A simple physical picture is
developed and shown to recover the results of the detailed analysis.
