We investigate the localization of random copolymers using the model of Gar
el [Europhys. Lett. 8, 9 (1989)], with the incorporation of excluded volume
effects, based on a trial potential approach. Analytic solutions are produ
ced for the case of evenly distributed randomness. Scaling behavior is pred
icted from numerical solutions for the case of uneven randomness. We find a
critical temperature associated with monomer size, and a logarithmic incre
ase in localization dimension near this transition. (C) 2000 American Insti
tute of Physics. [S0021-9606(00)50646-1].