Pages that link to "Item:Q4540363"

The following pages link to Computation of all stabilizing PID gains for digital control systems (Q4540363):

Displaying 13 items.

• The Schur stability via the Hurwitz stability analysis using a biquadratic transformation (Q705460) (← links)
• Dynamics modeling and stability of robotic systems with discrete-time force control (Q877868) (← links)
• New result on PID controller design of LTI systems via dominant eigenvalue assignment (Q901100) (← links)
• Computation of all stabilizing PID gain for second-order delay system (Q1036290) (← links)
• A procedure for calculating the optimal stability of PID controls. II (Q1104294) (← links)
• A new method for the computation of all stabilizing controllers of a given order (Q4652121) (← links)
• <i>H</i> _∞ PID controller design for Lur’e systems and its application to a ball and wheel apparatus (Q4652127) (← links)
• Digital PID controller design for multivariable analogue systems with computational input-delay (Q4664055) (← links)
• A nonstandard finite difference method for<i>n</i>-dimensional productive–destructive systems (Q5247371) (← links)
• Designing control systems using exact and symbolic manipulations of formulae (Q5423855) (← links)
• Design of digital PID controllers using the parameter space approach (Q5491409) (← links)
• (Q5709147) (← links)
• Design of discrete PID controllers for maximizing stability margins (Q6580883) (← links)