Closed Loop Transient Response from the Open Loop Frequency Response
A method is shown for relating the closed loop transient response to the open loop frequency response, which is based on the use of the contour of constant closed loop phase angle, α = −90°. The method primarily yields a second order model of the closed loop system which covers the full range of rel...
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| Format: | Article |
| Language: | English |
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SAGE Publishing
1978-08-01
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| Series: | Measurement + Control |
| Online Access: | https://doi.org/10.1177/002029407801100804 |
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doaj-9741e1e100424db4abf5865a70ab9918 |
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Article |
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doaj-9741e1e100424db4abf5865a70ab99182020-11-25T01:25:46ZengSAGE PublishingMeasurement + Control0020-29401978-08-011110.1177/002029407801100804Closed Loop Transient Response from the Open Loop Frequency ResponseE.C. Hind0 Senior Lecturer, School of Mechanical and Industrial Engineering, The University of New South Wales, AustraliaA method is shown for relating the closed loop transient response to the open loop frequency response, which is based on the use of the contour of constant closed loop phase angle, α = −90°. The method primarily yields a second order model of the closed loop system which covers the full range of relative damping (0 < ζ < +∞). A first order model is recommended when prescribed conditions apply. The method is simpler and yields better results than currently used methods. In all cases it is assumed that the negative feedback loop has a transfer function of unity and that the closed loop system is stable.https://doi.org/10.1177/002029407801100804 |
| collection |
DOAJ |
| language |
English |
| format |
Article |
| sources |
DOAJ |
| author |
E.C. Hind |
| spellingShingle |
E.C. Hind Closed Loop Transient Response from the Open Loop Frequency Response Measurement + Control |
| author_facet |
E.C. Hind |
| author_sort |
E.C. Hind |
| title |
Closed Loop Transient Response from the Open Loop Frequency Response |
| title_short |
Closed Loop Transient Response from the Open Loop Frequency Response |
| title_full |
Closed Loop Transient Response from the Open Loop Frequency Response |
| title_fullStr |
Closed Loop Transient Response from the Open Loop Frequency Response |
| title_full_unstemmed |
Closed Loop Transient Response from the Open Loop Frequency Response |
| title_sort |
closed loop transient response from the open loop frequency response |
| publisher |
SAGE Publishing |
| series |
Measurement + Control |
| issn |
0020-2940 |
| publishDate |
1978-08-01 |
| description |
A method is shown for relating the closed loop transient response to the open loop frequency response, which is based on the use of the contour of constant closed loop phase angle, α = −90°. The method primarily yields a second order model of the closed loop system which covers the full range of relative damping (0 < ζ < +∞). A first order model is recommended when prescribed conditions apply. The method is simpler and yields better results than currently used methods. In all cases it is assumed that the negative feedback loop has a transfer function of unity and that the closed loop system is stable. |
| url |
https://doi.org/10.1177/002029407801100804 |
| work_keys_str_mv |
AT echind closedlooptransientresponsefromtheopenloopfrequencyresponse |
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