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BookDOI

Robust Industrial Control Systems: Optimal Design Approach for Polynomial Systems

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TLDR
In this article, optimal robust control scalar LQG optimal control problem and solution scalar H infinity optimal control problems and solution multivariable H infinity control problem, and solution robust control design procedures H2 optimal filtering smoothing and prediction problems.
Abstract
Introduction to optimal robust control scalar LQG optimal control problem and solution scalar H infinity optimal control problem and solution multivariable LQG optimal control problems and solution multivariable H infinity optimal control problem and solution robust control design procedures H2 optimal filtering smoothing and prediction problems H infinity optimal filtering smoothing and prediction problems industrial applications of H infinity optimal control.

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Journal ArticleDOI

Online Prediction Under Model Uncertainty via Dynamic Model Averaging: Application to a Cold Rolling Mill

TL;DR: DMA over a large model space led to better predictions than the single best performing physically motivated model, and it recovered both constant and time-varying regression parameters and model specifications quite well.

Problem (2)

J. Rodriguez
TL;DR: The best-case rise time for a NAND gate occurs when both pMOS turn on and is given by tr = 2.2 (Rp/2) •Cout, where the total parallel resistance is R p/2.

Problem (1)

J. Rodriguez
Journal ArticleDOI

Systematic design of weighting matrices for the H∞ mixed sensitivity problem

TL;DR: In this paper, a systematic design of weighting matrices for the H ∞ mixed sensitivity problem is presented, where an initial design of the weighting matrix based on the multiplicative output uncertainty is proposed.
References
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Problem (2)

J. Rodriguez
TL;DR: The best-case rise time for a NAND gate occurs when both pMOS turn on and is given by tr = 2.2 (Rp/2) •Cout, where the total parallel resistance is R p/2.

Problem (1)

J. Rodriguez