The model of Heyvaerts & Priest (1992) for heating the solar corona by
turbulent processes in a sheared arcade is examined in more detail by
numerically solving their basic equations for the turbulent viscosity
, magnetic diffusivity, velocity and energy flux density. A weighted s
pectrum for the mean square velocity in the photosphere and a scale-de
pendent turbulent viscosity and magnetic diffusivity for local eddy re
laxation are introduced which improve the self-consistency of the mode
l. Estimates are made of the turbulent variables listed above which ar
e found to accord well with the requirements for heating a solar activ
e region (approximate to 10(7) erg cm(-2) s(-1)).