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Sauarin Daikiluwar Kontrol

Encyclopedia
Encyclopedia
فیلڈ: Dakilin ƙasashen ilimi
0
China

Karamin Diagrammin Bayanai


A diagram bayani na nufin da shi yake canza masana'antar kontrol a hanyar diagram. Zan iya cewa, bayanin tsakanin masana'antar kontrol shine diagram bayani. Kowane babban abu a cikin masana'antar kontrol yana canzawa da karami, kuma karamin ya nuna bayanan bayanai na wannan abu.


Ba a zama daidai da ake jan ta hanyar jan ta duka bayanai masana'antar kontrol mai yawa a fannin bayanai tsohon. Yana da kyau a jin bayanai bayanai masana'antar kontrol da ke gudanar da sistem a kan biyar-biyar.


Karamin yana nuna bayanai bayanai abubuwa da kuma anambanta su a sakiyar alama. Karamin yana sauye masana'antar kontrol mai yawa. Kowane abu a cikin masana'antar kontrol yana nuna karamin, wanda ya nuna bayanai bayanai abubuwa.Diagram bayani yana sauye masana'antar kontrol mai yawa. Kowane abu a cikin masana'antar kontrol yana nuna karamin, wanda ya nuna bayanai bayanai abubuwa. Wadannan karamomin sun yi waɗannan masana'antar kontrol daidai.


Wannan diagramma ya nuna abubuwan biyu da bayanan bayanai Gone(s) da Gtwo(s). Inda Gone(s) shine bayanai bayanai abubuwan farko da Gtwo(s) shine bayanai bayanai abubuwan biyu a cikin sistem.


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Diagramman ya nuna cewa akwai hanyar da ake kara alamun C(s) a kan biyar da kuma ake bincike da R(s). Farin da aka fara daga R(s) da C(s) shine wanda yake yi aiki a matsayin alamun ko farin lafiya.

 

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A cikin karamomin diagram, alamun da kuma bayanai suna haɗa da bayanai bayanai. Inda bayanai bayanai shine:


Inda C(s) shine alamun da R(s) shine bayanai wata karamin.Masana'antar kontrol mai yawa na nufin da karamomin biyu. Kowane muke nuna bayanai bayanai. Amma bayanai bayanai tsohon sistem shine darajan bayanai bayanai alamun tsohon zuwa bayanai bayanai bayanai tsohon.


Bayanai bayanai tsohon sistem yana iya samun da a kammala masana'antar kontrol tare da karamomin biyu, kafin-kafin.Tattalin ainihi wadannan karamomin shine tattalin ainihi diagram bayani.Don haka, za a tabbatar da adadin tattalin ainihi diagram bayani.

 

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Makarantun Alama a Diagram Bayanin Masana'antar Kontrol


Idan a bukata a bar da wata bayanai ko kuma bayanai daban-daban a karamomin biyu, ana amfani da wani abu da ake nufin makarantun alama.Wannan abu shine inda bayanai yana da rukuni biyu a kan haɗa. Haka, bayanai ba a koyar da ita a cikin abu ba.


Amma, bayanai yana haɗa da duk rukunon da suka haɗa da wannan abu bacewa bayanai. Saboda haka, zai iya bar da bayanai daban-daban a karamomin biyu tare da amfani da makarantun alama.Bayanai daban-daban da ke nuna karamomin biyu a cikin masana'antar kontrol yana nuna abu daidai, kamar yadda aka nuna a cikin diagram da abu X.

 

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Karamomin Mai Tafi


Idan a kara karamomin a kan biyu (mai tafi), bayanai bayanai tsohon yana nuna kasuwanci da bayanan bayanai biyu.Kuma, karamomin ba a iya kasancewa bayanai bayanai biyu a cikin biyu ba.

 

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Daga diagram, ana iya cewa,

 

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Inda G(s) shine bayanai bayanai tsohon masana'antar kontrol mai tafi.

 

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Abubuwan Makarantu a Diagram Bayanin Masana'antar Kontrol


Yawan lokaci, ake bar da bayanai daban-daban a karamomin wata, ba a bar da bayanai wata zuwa karamomin biyu ba.Hakan, bayanai tsohon yana nuna kasuwanci da bayanan bayanai daban-daban. Wannan makarantu, inda bayanan bayanai suka haɗa, yana nuna a cikin diagram da abu mai tsirrai.


Hakan R(s), X(s), da Y(s) suna nuna bayanan bayanai. Ya kamata a nuna abu mai nuna bayanai da ke haɗa da makarantu a cikin diagram bayanin masana'antar kontrol.

 

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Makarantun Makarantu Daban-Daban


Makarantu da bayanan bayanai biyu kadan yana iya kawo a makarantun makarantu biyu, inda haruffa makarantun makarantu biyu ba a yi nasara bayanai tsohon ba.

 

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Waɗannan, idan akwai makarantun makarantu biyu da suka haɗa, zai iya kawo a kan biyu bacewa bayanai tsohon ba a yi nasara ba.


Karamomin Mai Sanya


Idan a bar da bayanai wata zuwa karamomin biyu, bayanai tsohon da karamomin biyu suka nuna a kan makarantu, don in samun bayanai tsohon masana'antar kontrol.

 

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Bayanai bayanai tsohon sistem yana nuna kasuwanci da bayanan bayanai karamomin biyu.

 

Idan Cone, Ctwo, da Cthree su ne bayanan alaman karamomin da bayanan bayanai Gone, Gtwo, da Gthree, kuma.


Kawon Makarantun Alama


Idan a bar da bayanai wata zuwa masana'antar kontrol biyu, bayanai yana nuna a cikin sistem da abu da ake nufin makarantun alama.Nau'in kawon makarantun alama shine cewa, zai iya kawo a kan biyu da karamin, amma bayanai tsohon karamomin da ke haɗa da makarantun alama yana daidai.

 

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Makarantun alama zai iya kawo a kan biyu da karamin.


A cikin diagram, makarantun alama ya kawo daga abu A zuwa B. Bayanai R(s) a makarantun alama A ya zama G(s)R(s) a abu B.

 

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Saboda haka, za a bar da karamin da ke nuna bayanai bayanai G(s) a hanyar da bayanai R(s) yana haɗa.Za a duba kawon makarantun alama daga karamin, wanda ya zama bayan karamin.Hakan, bayanai tsohon shine C(s), bayanai shine R(s), kuma.


Hakan, za a bar da karamin da ke nuna bayanai bayanai G(s) a hanyar da bayanai tsohon C(s).


Kawon Makarantun Makarantu


Dubawa kawon makarantun makarantu daga abu bayan karamin zuwa abu bayan karamin.Akawon bayanai R(s) da ± X(s) suka haɗa a makarantun makarantu a abu A. Bayanai tsohon makarantun makarantu shine R(s) ± X(s).Bayanai tsohon shine bayanai masana'antar kontrol da bayanai bayanai G(s), kuma bayanai tsohon masana'antar kontrol shine

 

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Saboda haka, za a rubuta makarantun makarantu da bayanan bayanai R(s)G(s) da ± X(s)G(s)

 

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Diagram bayanai masana'antar kontrol yana iya rubuta a cikin

 

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Equation yana iya nuna da karamin da bayanai bayanai G(s) da bayanai R(s) ± X(s)/G(s) kuma R(s)±X(s)/G(s) yana iya nuna da makarantun makarantu da bayanan bayanai R(s) da ± X(s)/G(s) kuma ya zama a cikin

 

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Diagram Bayanin Masana'antar Kontrol Da Kwanciyar Alamun


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A cikin masana'antar kontrol da kwanciyar alamun, kashi daga alamun yana zama bayanai da ake bar da bayanai tsohon. Idan H (s) shine bayanai bayanai hanyar kwanciya, bayanai bayanai bayanai kwanciya zai nuna B(s) = C(s)H(s).

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