GATE Problem on Minimum & Non Minimum Phase System

[@TutorialsPoint_]

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[@sanjoymandal640]

If roots of the ch. equation[ i.e. 1+G(s)=0] located to the left side of s-plane (not the open loop poles) then only the system will be stable.

[@TheWorldofEngineers]

Stability of a system depends upon the closed loop poles not on the open loop poles,

[@usharanij5027]

Thank you so much madam . All concept related to control system got cleared.

[@ANGEL-mb9yx]

wow can you make a video of control system for maximum phase lag?

[@jsdhemanth8263]

A pole is exactly at 0 Then it is said to be which phase system

[@abhijitha8867]

what is the condition when there is a pole or zero at the origin.

[@Speak4Yourself2]

Thanks a lot!

[@anujohn7362]

Thank you

[@GauravGupta-pb8mk]

Thank you mam

[@naveenkumar-yf7si]

tq !!!!!!!!!!!!!!!!!!!!!

[@Rajeev1082]

Tq mam

[@vinodkumarverma5473]

thx mam

[@vijaydige8864]

If all pole of system is on LHS and one zero is at RHS then system is minimum phase system or maximum phase system

[@mathlife5495]

There is no concept of maximum phase. It is minimum phase when all poles and zeros are in LHP and non-minimum phase if any of the zeros or poles is in RHP.

[@SHREEdharSimple]

Suppose 1 pole is in right half of S-plane is that NMPS?

[@Enigma70949]

Simple Shreedhar yeah

[@deepakmaurya7570]

if system is stable then we talk about whether it is minimum or non minimum (to get the info about zeros as poles are in left .....already known)