Pages that link to "Item:Q1426272"
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The following pages link to Design of PID controllers satisfying gain margin and sensitivity constraints on a set of plants. (Q1426272):
Displaying 15 items.
- New tuning design schemes of fractional complex-order PI controller (Q333066) (← links)
- \(H_\infty\) design with fractional-order \(PD^\mu\) controllers (Q445922) (← links)
- Nonlinear nonconvex optimization by evolutionary algorithms applied to robust control (Q1036418) (← links)
- Getting more phase margin and performance out of PID controllers (Q1307130) (← links)
- Automated design of fractional PI QFT controller using interval constraint satisfaction technique (ICST) (Q1929008) (← links)
- A parameter space approach to constrained variance PID controller design (Q2390584) (← links)
- Data-driven loop-shaping design of PID controllers for stable plants (Q2800918) (← links)
- (Q3102336) (← links)
- Satisfaction of gain and phase margin constraints using proportional controllers (Q3161652) (← links)
- Stability Margins and <scp><i>H</i><sub>∞</sub> C</scp>o‐Design with Fractional‐Order <scp>PI</scp><i><sup>λ</sup></i> Controllers (Q3454327) (← links)
- Design of adaptive digital set-point tracking PID controllers incorporating recursive step-response matrix identifiers for multivariable plants (Q3753889) (← links)
- $$ {\text{H}}_{{\infty }} $$ Design with Fractional-Order $$ {\text{PI}}^{\uplambda } {\text{D}}^{\upmu } $$ Type Controllers (Q4623486) (← links)
- Robustness analysis and design of fractional order <i>I<sup>λ</sup> D<sup>μ</sup></i> controllers using the small gain theorem (Q4960173) (← links)
- The magnitude optimum design of the PI controller for plants with complex roots and dead time (Q5097083) (← links)
- Robust internal model controller with increased closed-loop bandwidth for process control systems (Q6608956) (← links)