Optimum Control Problem using Hamiltonian 2. min J= (y2 + uj – U1Uz)dt • s. t. y's У1 3 и, У1 (0) — 1 у, (2) — 1 %3D y'2 = u2 Yz(0) = 2 y2(2) free %3D Economic Mathematics

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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Optimum Control Problem using
Hamiltonian
2. min J = SV2 + u? – uq Uz)dt
• s. t.
y'1 = U1 Y1(0) = 1 y1(2) = 1
y'2 = U2 Yz(0) = 2 y½(2)free
%3D
||
%3D
%3D
Economic Mathematics
Transcribed Image Text:Optimum Control Problem using Hamiltonian 2. min J = SV2 + u? – uq Uz)dt • s. t. y'1 = U1 Y1(0) = 1 y1(2) = 1 y'2 = U2 Yz(0) = 2 y½(2)free %3D || %3D %3D Economic Mathematics
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