Mapa mental
Stability

Conteúdo do mapa
Stability
Types stability
- Stable
- entrance bounded / bounded output
- stable zero input (When t approaches infinity)
- The poles of its transfer function is in the left half plane
- Marginally stable
- If there are no roots of the characteristic polynomial in the right half plane
- If no roots on the imaginary axis
- Unstable
- If there are roots of the characteristic polynomial in the right half plane
- If a coefficient foul on the characteristic equation or negative
- Stable
Degrees of stability
- Absolute stability
- The system is stable (Polo negative real part) or unstable (Polo positive real part)
- Relative stability
- Determining quantitatively how stable a system
- Evaluate how close / far this contour transformed be unstable
- Determining quantitatively how stable a system
- Absolute stability
Tools for stability analysis
- Nyquist criterion
- Bode plot
- Nichols plot
- Routh criterion
In the stability study only the poles of the transfer function are important
- characteristic polynomial.
- He concept Stability is applied to closed loop systems or open loop
Imagens e arquivos do mapa
Informações
- Descrição
- Mapa Mental sobre Stability, criado por Jazmin Gonzalez em 05-09-2018.
- Criado por
- Jazmin Gonzalez
- Visualizações
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- Avaliação
