Exact(1)
A stability criterion in terms of transfer functions was derived and used to simulate the behaviour of generic systems.
Similar(59)
For the first and third kinds of analyses, two different mathematical models of the generic system are investigated.
The development and successful application of this technology rests on understanding the behaviour of autonomous systems.
First, the behaviour of complex systems is often difficult to understand and even harder to predict.
It describes the behaviour of dynamic systems that are sensitively dependent on their initial conditions.
Several non-linear and linear mathematical models of generic physical systems are developed to understand, quantify and control the problem.
The development, application and behaviour of a generic model of retreating soft rock (e.g. clay) shores is described.
The behaviour of the system is promising.
The behaviour of this system simply reflects the local bistability.
The global behaviour of the model system was studied.
Figure 1 depicts the generic system architecture of the MR-based virtual space system.
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