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Non linear Dynamics
Author :
Clarisa Soto
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the property of a complex system whose behaviour is so unpredictable as to appear random, owing to great sensitivity to small changes in conditions.
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The qualitative changes in the dynamics are called...
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Another way to call the fixed point or stationary point.
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The point where a particle touches the X axis and there is no flow is called...
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A diagram showing the relation between variable quantities each measured along one of a pair of axes at right angles.
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A graph which shows the trajectories a dynamical system or a differential equation tends to follow.
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An isolated closed trajectory. They spiral either toward or away.
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The type of dynamics that controls most of the processes in nature
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A pendulum is a mechanical example of an...
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A set of points which contains all possible states of a dynamical system
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Fixed point to which nearby trajectories CONVERGE.
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The path (curve or line) that a dynamical system follows from the initial condition.
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Fixed point from which nearby trajectories DIVERGE.
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each of a set of values of a parameter for which a differential equation has a non-zero solution (an eigenfunction) under given conditions.
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The movement of particles over an axis
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An imaginary line that is used in coordinate systems that form a coordinate plane