Optimal Actuator Design Based on Shape Calculus

[1711.01183] Optimal actuator design based on shape calculus - arXiv

An approach to optimal actuator design based on shape and topology optimisation techniques is presented.

Optimal actuator design based on shape calculus

Abstract. An approach to optimal actuator design based on shape and topology optimization techniques is presented. For linear diffusion equations, two scenarios ...

Optimal Actuator Design Based on Shape Calculus - Uni Graz

Abstract. An approach to optimal actuator design based on shape and topology optimisation. 3 techniques is presented. For linear diffusion equations, ...

Optimal Actuator Design Based on Shape CalculusD.K. and K.K. ...

An approach to optimal actuator design based on shape and topology optimisation techniques is presented. For linear diffusion equations, two scenarios are ...

Optimal Actuator Design Based on Shape Calculus - CORE

Abstract. An approach to optimal actuator design based on shape and topology optimisation. 3 techniques is presented. For linear diffusion equations, ...

Optimal actuator design based on shape calculus - NASA/ADS

An approach to optimal actuator design based on shape and topology optimisation techniques is presented. For linear diffusion equations, two scenarios are ...

Optimal actuator design based on shape calculus

An approach to optimal actuator design based on shape and topology optimization techniques is presented. For linear diffusion equations, two scenarios are.

Optimal Actuator Design Based on Shape Calculus - final.pdf

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Optimal Actuator Design for the Euler-Bernoulli Vibration Model ...

Optimal Actuator Design for the Euler-Bernoulli Vibration Model Based on LQR Performance and Shape Calculus ... Abstract: A method for optimal ...

Optimal Actuator Design for Vibration Control Based on LQR ...

The optimal actuator design is found based on shape calculus and the notion of topological derivative. Well- posedness of the abstract problem for a linear ...

Optimal Actuator Design for the Euler-Bernoulli Vibration Model ...

An abstract framework is proposed based on the theory for infinite-dimensional optimization of both the actuator shape and the associated ...

Optimal actuator design for vibration control based on ... - NASA ADS

The optimal actuator shape is found by means of shape calculus and a topological derivative of the linear-quadratic regulator (LQR) performance index. An ...

Optimal Actuator Design for Nonlinear Partial Differential Equations

For systems modeled by partial differential equations, the location and shape of the actuators can be regarded as a design variable and included as part of ...

Spiral: Optimal actuator design for the Euler-Bernoulli vibration ...

Title: Optimal actuator design for the Euler-Bernoulli vibration model based on LQR performance and shape calculus. Authors: Edalatzadeh, MS Kalise, D

Optimal actuator shape design with input and state constraints for a ...

In [10], an analytic solution for one-dimensional parabolic equations is derived and in [11], a gradient-based optimization algorithm is proposed and applied to ...

Optimal Actuator Design for the Euler-Bernoulli Vibration Model ...

An abstract framework is proposed based on the theory for infinite-dimensional optimization of both the actuator shape and the associated control problem. A ...

Optimal Actuator Design for Semilinear Systems

Actuator location and design are important choices in controller design for distributed parameter systems. Semilinear partial differential equations model a ...

OPTIMAL ACTUATOR PLACEMENT FOR CONTROL OF ...

Functionals, wave equation, optimal actuator placement, shape optimization, finite difference. ... Sturm, Optimal actuator design based on shape calculus, Math.

Optimal Actuator Location for Diffusion Equation with Neumann ...

Edalatzadeh, D. Kalise, K.A. Morris, K. Sturm. Optimal actuator design for the Euler-Bernoulli vibration model based on LQR performance and shape calculus.

[PDF] Optimal actuator design for vibration control based on LQR ...

An abstract framework is proposed based on the theory for infinite-dimensional optimization of both the actuator shape and the associated ...