How can I design a proportional controller to make closed loop transfer function stable? Parameter of the P controller is $$P[z]=K_P$$ Closed loop transfer function of the system is shown below. In this case the transfer function shown below must be made stable. $$\dfrac{K_PG[z]}{1+K_PG[z]}$$
$G[z]$ is the plant as can be seen from image. To make this system stable, we must find the values of $K_P$ that make the system is stable. Schematic of the system is shown below.
2026-02-23 01:01:56.1771808516
How can I design a suitable controller for this given system?
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