This paper describes recent development of the UEDGE code in three imp
ortant areas. (1) Non-orthogonal grids allow accurate treatment of exp
erimental geometries in which divertor plates intersect flux surfaces
at oblique angles. (2) Radiating impurities are included by means of o
ne or more continuity equations that describe transport and sources an
d sinks due to ionization and recombination processes. (3) Advanced it
erative methods that reduce storage and execution time allow us to fin
d fully converged solutions of larger problems (i.e., finer grids). Sa
mple calculations are presented to illustrate these developments.