We examine MHD Burgerlence using instanton path integral techniques. It is
shown that the characteristic directions are of fundamental importance in t
he extended functional space as well as the original physical space. For fo
rced Burgerlence, statistical stationarity forces the system to adopt these
characteristic directions. This nonperturbative result suggests that the a
ttractor for MHD Burgerlence is a state of energy equidissipation, rather t
han equipartition, supporting the: main conclusions from a perturbative, re
normalization group analysis. (C) 2001 Elsevier Science B.V. All rights res
erved.