The main features of a three-dimensional, high-resolution special relativis
tic hydro code based on relativistic Riemann solvers are described. The cap
abilities and performance of the code are discussed. In particular, we pres
ent the results of extensive test calculations that demonstrate that the co
de can accurately and efficiently handle strong shocks in three spatial dim
ensions. Results of the performance of the code on single and multiprocesso
r machines are given. Simulations (in double precision) with less than or e
qual to 7 x 10(6) computational cells require less than 1 Gbyte of RAM memo
ry and approximate to 7 x 10(-5) CPU s per zone and time step (on a SCI Gra
y-Origin 2000 with a R10000 processor). Currently, a version of the numeric
al code is under development, which is suited for massively parallel comput
ers with distributed memory architecture (such as, e.g., Cray T3E).