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EvLer
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Can a circuit that has transfer function with poles in right-hand side part of the imaginary-real plane (unstable system) have resonant frequency?
Sure. Several of my circuit designs had a resonant frequency that they kept wanting to find... :-)EvLer said:Can a circuit that has transfer function with poles in right-hand side part of the imaginary-real plane (unstable system) have resonant frequency?
No passive circuit can have poles in the RHP. An active circuit can have them and the output (assuming second order behavior) will be:EvLer said:Can a circuit that has transfer function with poles in right-hand side part of the imaginary-real plane (unstable system) have resonant frequency?
Stability refers to the ability of a system to maintain its equilibrium or constant state. In science, it is important because it allows us to predict and understand how a system will behave over time.
Resonance is a phenomenon where a system is driven to oscillate at a specific frequency. Stability and resonance are related because a system that is stable will have a natural frequency of oscillation, and if this frequency matches the driving frequency, resonance can occur.
The factors that affect stability and resonance include the properties of the system, such as its mass, stiffness, and damping, as well as the external forces acting on the system.
Stability and resonance can be seen in various real-life situations, such as the swinging of a pendulum, the vibrations of a guitar string, and the movement of a bridge in response to wind or traffic.
Yes, stability and resonance can be controlled and manipulated by changing the properties of the system or by applying external forces. For example, engineers can design structures to have specific natural frequencies to avoid resonance, and musicians can change the tension of guitar strings to change their frequency of oscillation.