Multi
body system is the study of the
dynamic behavior of interconnected rigid or flexible bodies, each of which may
undergo large translational and rotational displacements.
The systematic treatment of the dynamic
behavior of interconnected bodies has led to a large number of important multi body
formalisms in the field of mechanics. The simplest bodies or elements
of a multi body system were treated by Newton (free particle) and Euler (rigid body). Euler introduced reaction forces
between bodies. Later, a series of formalisms were derived, only to mention Lagrange’s formalisms
based on minimal coordinates and a second formulation that introduces
constraints.
Basically, the motion of bodies is described
by their kinematic behavior. The dynamic behavior
results from the equilibrium of applied forces and the rate of change of
momentum. Nowadays, the term multi body system is related to a large number of
engineering fields of research, especially in robotics and vehicle dynamics. As
an important feature, multi body system formalisms usually offer an
algorithmic, computer-aided way to model, analyze, simulate and optimize the
arbitrary motion of possibly thousands of interconnected bodies.
Applications
While single bodies
or parts of a mechanical system are studied in detail with finite element
methods, the behavior of the whole multi body system is usually studied with
multi body system methods within the following areas:
·
Aerospace engineering (helicopter,
landing gears, behavior of machines under different gravity conditions)
·
Biomechanics
·
Combustion engine,
gears and transmissions, chain drive, belt drive
·
Dynamic simulation*
Vehicle simulation (vehicle dynamics, rapid prototyping of vehicles, improvement of stability,
comfort optimization, improvement of efficiency, ...)
·
Hoist, conveyor, paper mill
·
Military applications
·
Particle
simulation (granular media, sand, molecules)
·
Physics engine
·
Robotics
for your projects on multi body dynamics
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