Synthesis of mechanical networks: the inerter
By Malcolm C. Smith. Proceedings of the 41st IEEE Conference on Decision and Control, 2002., 2002
1,642 citations recorded by the source corpus.
Subfields: Biomedical Engineering, Civil and Structural Engineering
View Paper: https://www.semanticscholar.org/paper/abe7bb2ed21a6f187c74391d6b77dfba0cb45f83
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
In Biomedical Engineering
- David James Wagg
- Michael Z. Q. Chen
- Piotr Brzeski
- Przemyslaw Perlikowski
- Mateusz Lazarek
- Lixi Huang
- Yinlong Hu
- Agathoklis Giaralis
In Civil and Structural Engineering
- D. Pietrosanti
- Agathoklis Giaralis
- Maurizio De Angelis
- David James Wagg
- Michael Z. Q. Chen
- Piotr Brzeski
- Przemyslaw Perlikowski
- Mateusz Lazarek
Citations in the corpus
- Robust optimum design of a tuned mass damper inerter (2020, methodology): “In 2002 Smith [16] has introduced an inerter element with its mechanism shown in Fig.”
- Analysis and optimisation for inerter-based isolators via fixed-point theory and algebraic solution (2015, methodology): “For example, the inertance of a rack-pinion 278 inerter or a ball-screw inerter can be significantly magnified by enlarging the gear ratios [1, 2].”
- Supplementary Material to: Realizations of a Special Class of Admittances with Strictly Lower Complexity than Canonical Forms (2015, background): “From [22], [25], Y (s) can be of the form”
- Influence of inerter on natural frequencies of vibration systems (2014, background): “As shown in [1], inerter can store energy.”
- The tuned mass-damper-inerter for harmonic vibrations suppression, attached mass reduction, and energy harvesting (2017, positive): “The ideal inerter was conceptually defined by Smith (2002) as a linear two terminal mechanical element of negligible physical mass/weight developing an internal (resisting) force F proportional to the relative acceleration of its terminals.”
- Improvement of tuned mass damper by using rotational inertia through tuned viscous mass damper (2013, background): “Other applications of rotational inertia can be found in the paper by Smith [14] in which, the two-terminal device which transforms rotational inertia in translational inertia is named ‘‘inerter’’.”
- Optimal tuning and assessment of inertial dampers with grounded inerter for vibration control of seismically excited base-isolated systems (2019, background): “To address the above common TMD shortcomings (see also [18] and references therein) for mitigating displacement demands of BISs, this paper considers supporting the TMD secondary mass to the ground by an ideal inerter [19], also termed gyro-mass damper in the literature [20].”