A modular structure for dynamic systems is obtained by functional deco
mposition. This leads to an interconnected set of dynamic modules. A c
lassification for modular dynamic systems is introduced, including con
strained multibody systems with explicit joints, and several state spa
ce forms. The resulting mechanical differential-algebraic equations ar
e treated by a poststabilizing projection method. For most efficient s
imulation, a multi-rate-method is incorporated. The problem of algebra
ic loops is discussed and a method for its solution is proposed. The s
imulation program NEWMOS supplies all simulation strategies introduced
. Several examples from different areas of dynamics show the power of
the approach proposed. (C) 1998 Published by IMACS/Elsevier Science B.
V.