Ustoychivost' Raschetnykh Dvizheniy
| AUTHOR | Zubov Sergey |
| PUBLISHER | LAP Lambert Academic Publishing (08/28/2013) |
| PRODUCT TYPE | Paperback (Paperback) |
Description
V nastoyashchey monografii rassmatrivaetsya vopros o povedenii resheniy sistem differentsial'nykh uravneniy v okrestnosti nekotorykh dvizheniy, kotorye mogut byt' tochnymi resheniyami etikh sistem, a mogut i ne byt' takovymi. V poslednem sluchae upomyanutye dvizheniya nosyat nazvaniya raschetnykh dvizheniy. Dlya sistem stabilizatsii programmnogo dvizheniya kh=0, yavlyayushchegosya raschetnym dvizheniem etikh sistem, privodyatsya dostatochnye usloviya vozniknoveniya v okrestnosti tochki kh=0 avtokolebaniy, t.e. zamknutykh, ogranichennykh, asimptoticheski ustoychivykh po Lyapunovu invariantnykh mnozhestv. Issleduetsya zadacha o sushchestvovanii i ustoychivosti sobstvennykh periodicheskikh dvizheniy sistem razlichnykh klassov (sistemy s gisterezisnymi nelineynostyami, dinamicheskaya sistema v metricheskom prostranstve, avtonomnaya sistema obyknovennykh differentsial'nykh uravneniy). V monografii razrabotany konstruktivnye kriterii i metody optimizatsii statsionarnykh sistem upravleniya, nablyudeniya i lineynoy stabilizatsii. Dlya lineynykh sistem, udovletvoryayushchikh uderzhivayushchim i ne uderzhivayushchim svyazyam, ustanovleny kriterii sushchestvovaniya i predlozheny analiticheskie metody postroeniya impul'snykh upravleniy i otvechayushchikh im dvizheniy. Prednaznacheno dlya nauchnykh rabotnikov.
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Product Format
Product Details
ISBN-13:
9783659448294
ISBN-10:
365944829X
Binding:
Paperback or Softback (Trade Paperback (Us))
Content Language:
Russian
More Product Details
Page Count:
164
Carton Quantity:
44
Product Dimensions:
6.00 x 0.38 x 9.00 inches
Weight:
0.55 pound(s)
Country of Origin:
US
Subject Information
BISAC Categories
Education | Administration - General
Descriptions, Reviews, Etc.
publisher marketing
V nastoyashchey monografii rassmatrivaetsya vopros o povedenii resheniy sistem differentsial'nykh uravneniy v okrestnosti nekotorykh dvizheniy, kotorye mogut byt' tochnymi resheniyami etikh sistem, a mogut i ne byt' takovymi. V poslednem sluchae upomyanutye dvizheniya nosyat nazvaniya raschetnykh dvizheniy. Dlya sistem stabilizatsii programmnogo dvizheniya kh=0, yavlyayushchegosya raschetnym dvizheniem etikh sistem, privodyatsya dostatochnye usloviya vozniknoveniya v okrestnosti tochki kh=0 avtokolebaniy, t.e. zamknutykh, ogranichennykh, asimptoticheski ustoychivykh po Lyapunovu invariantnykh mnozhestv. Issleduetsya zadacha o sushchestvovanii i ustoychivosti sobstvennykh periodicheskikh dvizheniy sistem razlichnykh klassov (sistemy s gisterezisnymi nelineynostyami, dinamicheskaya sistema v metricheskom prostranstve, avtonomnaya sistema obyknovennykh differentsial'nykh uravneniy). V monografii razrabotany konstruktivnye kriterii i metody optimizatsii statsionarnykh sistem upravleniya, nablyudeniya i lineynoy stabilizatsii. Dlya lineynykh sistem, udovletvoryayushchikh uderzhivayushchim i ne uderzhivayushchim svyazyam, ustanovleny kriterii sushchestvovaniya i predlozheny analiticheskie metody postroeniya impul'snykh upravleniy i otvechayushchikh im dvizheniy. Prednaznacheno dlya nauchnykh rabotnikov.
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