Faculty

Institution

Unit

Venue

Constance Lare

Instructor

Kansas State University

Affiliations

Carl R. Ice College of Engineering

Alan Levin Department of Mechanical and Nuclear Engineering

Constance Lare is currently serving as an Alan Mechanical And Nuclear Engineering Instructor at Kansas State University.

Honors

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Experiences

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Education

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Constance Lare

Kansas State University

Instructor

You can click a keyword to filter the displayed items

mechanical engineering control systems automatic control control optimization motion control motion equations fluid dynamics dynamical systems mechanical systems active control numerical simulations control science arc systems underactuated mechanical systems systems engineering measurement kinematics stability controllability measurement systems system dynamics system measurement lyapunov analysis control engineering mathematical control theory rotary pendulum inverted pendulum cart control laws mass matrix determination algebraic means control system technology vibration control control design

Notable Scholarly Works

Notable Federal Grants

Collaborators

Continuum of Motion Equations and Control Laws for the Inverted Pendulum Cart and Rotary Pendulum. (2020)

Constance LareWarren N. White

inverted pendulum cartrotary pendulumcontrol lawsmotion controlmotion equations

ERRATUM: “Motion Equations for the Ball and Beam and the Ball and Arc Systems” [Asme J. Dyn. Sys., Meas., Control., 2019, 141(12), P. 121006; Doi: 10.1115/1.4044619]. Journal of Dynamic Systems Measurement and Control (2020)

Constance LareWarren N. WhiteSanzida Hossain

arc systemscontrol systemsmechanical engineeringfluid dynamicsmathematical control theorycontrol engineeringcontrol optimizationdynamical systemscontrol scienceautomatic controlnumerical simulationsmotion controlmotion equationsactive control

Stabilizing Mass Matrix Determination for Underactuated Mechanical Systems Through Algebraic Means. 2022 American Control Conference (ACC) (2020)

Warren N. WhiteConstance Lare

control systemsmechanical systemsmechanical engineeringunderactuated mechanical systemscontrol optimizationcontrol sciencemass matrix determinationalgebraic meansautomatic controlstability

Motion Equations for the Ball and Beam and the Ball and Arc Systems. Journal of Dynamic Systems Measurement and Control (2019)

Constance LareWarren N. WhiteSanzida Hossain

arc systemssystems engineeringcontrol systemsmeasurementkinematicssystem dynamicsmechanical engineeringfluid dynamicsmeasurement systemscontrollabilitysystem measurementdynamical systemsautomatic controlnumerical simulationsmotion controlmotion equationsactive control

The Link Between Ida-Pbc and the Direct Lyapunov Approach for Underactuated Mechanical Systems. 2022 American Control Conference (ACC) (2017)

Warren N. WhiteConstance Lare

control systemsmechanical systemsmechanical engineeringunderactuated mechanical systemscontrol optimizationautomatic controllyapunov analysis

1
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Constance Lare

Instructor

Kansas State University

Affiliations

Carl R. Ice College of Engineering

Alan Levin Department of Mechanical and Nuclear Engineering

Constance Lare is currently serving as an Alan Mechanical And Nuclear Engineering Instructor at Kansas State University.

Honors

Create free account to unlock more features

Experiences

Create free account to unlock more features

Education

Create free account to unlock more features

Constance Lare

Kansas State University

Instructor

You can click a keyword to filter the displayed items

Notable Scholarly Works

Notable Federal Grants

Collaborators

Continuum of Motion Equations and Control Laws for the Inverted Pendulum Cart and Rotary Pendulum. (2020)

Constance LareWarren N. White

inverted pendulum cartrotary pendulumcontrol lawsmotion controlmotion equations

Constance LareWarren N. WhiteSanzida Hossain

Stabilizing Mass Matrix Determination for Underactuated Mechanical Systems Through Algebraic Means. 2022 American Control Conference (ACC) (2020)

Warren N. WhiteConstance Lare

control systemsmechanical systemsmechanical engineeringunderactuated mechanical systemscontrol optimizationcontrol sciencemass matrix determinationalgebraic meansautomatic controlstability

Motion Equations for the Ball and Beam and the Ball and Arc Systems. Journal of Dynamic Systems Measurement and Control (2019)

Constance LareWarren N. WhiteSanzida Hossain

The Link Between Ida-Pbc and the Direct Lyapunov Approach for Underactuated Mechanical Systems. 2022 American Control Conference (ACC) (2017)

Warren N. WhiteConstance Lare

control systemsmechanical systemsmechanical engineeringunderactuated mechanical systemscontrol optimizationautomatic controllyapunov analysis

1
10 / page

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Institution

Ohio State University

vehicle control

automation

Ranjan Mukherjee

Institution

Michigan State University

robotics

mechanical engineering

Brad E. Paden

Institution

University of California, Santa Barbara

biosystems

system science

Rama Yedavalli

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nonlinear system identification

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