Two systems A and B are of second order and their poles are -at2aj, -b±2bj (a >b). a) Is this information enoughh to find any of the system characteristics? If yes find the same. If not explain why it is not possible. b) Plot the response of A and B on the same diagram, assuming standard form for A and B and using the information available from (a). Other necessary information to draw the response but not available with you can be ignored. Thus the plot may be not to scale. Clearly explain the reasoning for the appearance of the plot drawn

Two systems A and B are of second order and their poles are -at2aj, -b±2bj (a >b). a) Is this information enoughh to find any of the system characteristics? If yes find the same. If not explain why it is not possible. b) Plot the response of A and B on the same diagram, assuming standard form for A and B and using the information available from (a). Other necessary information to draw the response but not available with you can be ignored. Thus the plot may be not to scale. Clearly explain the reasoning for the appearance of the plot drawn

Name: Two systems A and B are of second order and their polesare -at2aj, -b
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Description: Two systems A and B are of second order and their polesare -at2aj, -b±2bj (a >b).a) Is this information enoughh to find any of the systemcharacteristics? If yes find the same. If not explain why itis not possible.b) Plot the response of A and B on t

Advanced Engineering Mathematics

10th Edition

ISBN:9780470458365

Author:Erwin Kreyszig

Publisher:Erwin Kreyszig

Chapter2: Second-order Linear Odes

Section: Chapter Questions

Problem 1RQ

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Two systems A and B are of second order and their poles
are -at2aj, -b±2bj (a >b).
a) Is this information enoughh to find any of the system
characteristics? If yes find the same. If not explain why it
is not possible.
b) Plot the response of A and B on the same diagram,
assuming standard form for A and B and using the
information available from (a). Other necessary
information to draw the response but not available with
you can be ignored. Thus the plot may be not to scale.
Clearly explain the reasoning for the appearance of the
plot drawn

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