Project Details
Description
The dynamics of a large class
of rotor systems can be
modelled by linearized matrix
differential equations in a
complex setting. Such systems
can exhibit instability due
to internal damping,
unsymmetrical steam flow or
imperfect lubrication in the
bearings. Stability limits
are investigated by means of
the Lyapunov matrix equation,
in order to express stability
by properties of the system
matrices.
of rotor systems can be
modelled by linearized matrix
differential equations in a
complex setting. Such systems
can exhibit instability due
to internal damping,
unsymmetrical steam flow or
imperfect lubrication in the
bearings. Stability limits
are investigated by means of
the Lyapunov matrix equation,
in order to express stability
by properties of the system
matrices.
Status | Active |
---|---|
Effective start/end date | 01/01/1996 → … |
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