d) The given system is to be controlled usıng a proportional (P) controller. Draw the block diagram of the system using the transfer funetion you found in part-e and the control law given below. T(s) = K[02a(s) – 0,(s)] where K is the proportional controller gain, 02d and 6, are the desred and actual angular positions of the second shaft respectively. e) Determine the parametic sensitivity of the mput & output relationship of the system for changes in parameters b, and b, individually. f) Determine the range of proportional gain k for the following case such that at steady-state the changes in 0, will not exceed 1% due to £10% uncertainty in b,, and £5% uncertainty in brz.

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
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U gave me a, b and c's answers. but i need d, e and f also. please help me thank you. u said me if u want other parts, send again. I did it now :) d e and f please.

d) The given system is to be controlled usıng a proportional (P) controller. Draw the block
diagram of the system using the transfer funetion you found in part-e and the control law
given below.
T(s) = K[02a(s) – 0,(s)]
where K is the proportional controller gain, 02d and 6, are the desred and actual angular
positions of the second shaft respectively.
e) Determine the parametic sensitivity of the mput & output relationship of the system for
changes in parameters b, and b, individually.
f) Determine the range of proportional gain k for the following case such that at steady-state
the changes in 0, will not exceed 1% due to £10% uncertainty in b,, and £5% uncertainty
in brz.
Transcribed Image Text:d) The given system is to be controlled usıng a proportional (P) controller. Draw the block diagram of the system using the transfer funetion you found in part-e and the control law given below. T(s) = K[02a(s) – 0,(s)] where K is the proportional controller gain, 02d and 6, are the desred and actual angular positions of the second shaft respectively. e) Determine the parametic sensitivity of the mput & output relationship of the system for changes in parameters b, and b, individually. f) Determine the range of proportional gain k for the following case such that at steady-state the changes in 0, will not exceed 1% due to £10% uncertainty in b,, and £5% uncertainty in brz.
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