A design procedure developed in this paper leads to a feedback suboptimal, least time control system which is assumed to operate in the presence of small disturbances. The approach is based on the L-problem in functional ana1y.G and the control signal is assumed to be bounded in its norm associated
On the least time suboptimal control of nonlinear processes
โ Scribed by C. Park; G.M. Kranc; F.E. Thau
- Publisher
- Elsevier Science
- Year
- 1975
- Tongue
- English
- Weight
- 741 KB
- Volume
- 300
- Category
- Article
- ISSN
- 0016-0032
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โฆ Synopsis
AFSSTRACT: A de&n procedure G paented leuding to a leaat time euboptirnial feedback control law for rwm%aear %yetems in the preeenee of 'small d&urbancea". The pmpoeed method ia baaed on the theory developed for a amall-deviation suboptimal control law for the cue of linear eyetern. To clatify the method, a problem of piding an a&raft to a term&z+! take-off area in the leuat time G% given ae a &mdation example.
๐ SIMILAR VOLUMES
## Given a counting process {C(t), t 2 0}, which is a version of a compound Poisson process and such that whenever there is a jump AC in the value of C, then A< = i with probability pi, i E (1,. , L}. Let Xt = X be the intensity process of the associated Poisson process, where X is a random varia