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For a hot startup, constant material properties are used and the steam temperature history that can maintain maximum Von Mises stress close to the permitted value is proved to be the optimal control scheme.
Proof Let u be the optimal control of (2.3).
Let u ∗ be the optimal control to the problem ( P ).
Let (v_{0}) be the optimal control to the optimal control problem (5.7).
Let (u^) be the optimal control subject to (4.2) and (4.56).
Let u h ∗ be the optimal control to the problem ( P h ).
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Before entering into the details of the optimization of the SNR, the first question to solve is the optimal control of the magnetization vector in the Bloch ball.
The resulting problem is the optimal control of a geometric evolution law and we discuss the formulation and numerical approximation of the optimal control problem.
His main research field is the optimal control of finite and infinite-dimensional systems and its economic and financial applications.
The first method is the optimal control approach, which transforms the nonlinear system to the LQR.
Lemma 2.9 Suppose that u is the optimal control of (2.3).
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