D Inman

 D Inman

D Inman

  • Courses3
  • Reviews4

Biography

Virginia Tech - Engineering



Experience

  • University of Michigan

    Kelly Johnson Collegiate Professor and Chair

    "Kelly" Johnson Collegiate Professor
    Chair of the Department of Aerospace Engineering

  • University of Michigan

    Kelly Johnson Collegiate Professor

    D worked at University of Michigan as a Kelly Johnson Collegiate Professor

  • University of Michgan Aerospace Engineering

    Professor and Chair

    D worked at University of Michgan Aerospace Engineering as a Professor and Chair

  • Virginia Tech Mechanical Engineering Department

    Goodson Professor and Director

    teaching vibrations and smart structures.
    Serving as Director for the Center for Intelligent Material Systems and Structures.

  • University of Bristol

    Brunel Professor

    D worked at University of Bristol as a Brunel Professor

Education

  • Michigan State University

    PhD

    Mechanical Engineering

Publications

  • The bandwidth of optimized nonlinear vibration-based energy harvesters

    Smart Materials and Structures

    In an attempt to improve the performance of vibration-based energy harvesters, many authors suggest that nonlinearities can be exploited to increase the bandwidths of linear devices. Nevertheless, the complex dependence of the response upon the input excitation has made a realistic comparison of linear harvesters with nonlinear energy harvesters challenging. In a previous work it has been demonstrated that for a given frequency of excitation, it is possible to achieve the same maximum power for a nonlinear harvester as that for a linear harvester, provided that the resistance and the linear stiffness of both are optimized. This work focuses on the bandwidths of linear and nonlinear harvesters and shows which device is more suitable for harvesting energy from vibrations. The work considers different levels of excitation as well as different frequencies of excitation. In addition, the effect of the mechanical damping of the oscillator on the power bandwidth is shown for both the linear and nonlinear cases.

  • The bandwidth of optimized nonlinear vibration-based energy harvesters

    Smart Materials and Structures

    In an attempt to improve the performance of vibration-based energy harvesters, many authors suggest that nonlinearities can be exploited to increase the bandwidths of linear devices. Nevertheless, the complex dependence of the response upon the input excitation has made a realistic comparison of linear harvesters with nonlinear energy harvesters challenging. In a previous work it has been demonstrated that for a given frequency of excitation, it is possible to achieve the same maximum power for a nonlinear harvester as that for a linear harvester, provided that the resistance and the linear stiffness of both are optimized. This work focuses on the bandwidths of linear and nonlinear harvesters and shows which device is more suitable for harvesting energy from vibrations. The work considers different levels of excitation as well as different frequencies of excitation. In addition, the effect of the mechanical damping of the oscillator on the power bandwidth is shown for both the linear and nonlinear cases.

  • An experimental comparison between several active composite actuators for power generation

    Smart Mater. Struct., 15

  • The bandwidth of optimized nonlinear vibration-based energy harvesters

    Smart Materials and Structures

    In an attempt to improve the performance of vibration-based energy harvesters, many authors suggest that nonlinearities can be exploited to increase the bandwidths of linear devices. Nevertheless, the complex dependence of the response upon the input excitation has made a realistic comparison of linear harvesters with nonlinear energy harvesters challenging. In a previous work it has been demonstrated that for a given frequency of excitation, it is possible to achieve the same maximum power for a nonlinear harvester as that for a linear harvester, provided that the resistance and the linear stiffness of both are optimized. This work focuses on the bandwidths of linear and nonlinear harvesters and shows which device is more suitable for harvesting energy from vibrations. The work considers different levels of excitation as well as different frequencies of excitation. In addition, the effect of the mechanical damping of the oscillator on the power bandwidth is shown for both the linear and nonlinear cases.

  • An experimental comparison between several active composite actuators for power generation

    Smart Mater. Struct., 15

  • An optimised tuned mass damper/harvester device

    Structural Control and Health Monitoring

    Much work has been conducted on vibration absorbers, such as tuned mass dampers (TMD), where significant energy is extracted from a structure. Traditionally, this energy is dissipated through the devices as heat. In this paper, the concept of recovering some of this energy electrically and reuse it for structural control or health monitoring is investigated. The energy-dissipating damper of a TMD is replaced with an electromagnetic device in order to transform mechanical vibration into electrical energy. That gives the possibility of controlled damping force whilst generating useful electrical energy. Both analytical and experimental results from an adaptive and a semi-active tuned mass damper/harvester are presented. The obtained results suggest that sufficient energy might be harvested for the device to tune itself to optimise vibration suppression

Possible Matching Profiles

The following profiles may or may not be the same professor:

  • Laurie D Inman (50% Match)
    Lecturer
    California State University - California State University

  • Dianna D Inman (50% Match)
    Special Faculty
    University of Kentucky - Public Universities

  • Dina D Inman (50% Match)
    Lecturer
    University of Texas at Austin - University Of Texas At Austin

  • David Inman (60% Match)
    Extension Lecturer-Part Time Non-Bargain
    University Of Washington - University Of Washington