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Can I read Design of a Metastructure for Vibration Isolation with Quasi-zero-stiffness Characteristics Using Bistable Curved Beam on EtoBox?
Design of a Metastructure for Vibration Isolation with Quasi-zero-stiffness Characteristics Using Bistable Curved Beam by Srajan Dalela; P. S. Balaji; D. P. Jena is a Engineering article available to read on EtoBox.
What is Design of a Metastructure for Vibration Isolation with Quasi-zero-stiffness Characteristics Using Bistable Curved Beam about?
This work designs and analyzes a metastructure-based vibration isolation model to improve small-scale equipment's isolation effectiveness under low-frequency excitations. The feature of the proposed model is the high static and low dynamic stiffness characteristics, also called quasi-zero-stiffness (QZS), possessed by the metastructure under vertical load. The metastructure consists of four parallelly arranged unit cells, and the QZS property is realized in each unit cell by the snap-through behavior of the cosine beam system and the bendingdominated behavior of semicircular arches. The static characteristics of the metastructure are studied analytically and numerically and validated with experimental results. Based on the static analysis results, the dynamic equation of the proposed metastructure is set up in the form of Duffing's equation. The harmonic balance method is used to calculate the frequency response and motion transmissibility of the metastructure at steady state for a harmonic load. The time and frequency responses under the sinusoidal base excitation are examined analytically and numerically, and their results are compared. The simulation results
Who reads Design of a Metastructure for Vibration Isolation with Quasi-zero-stiffness Characteristics Using Bistable Curved Beam?
It is typically read by researchers, students, and practitioners in Engineering.
- Author
- Srajan Dalela; P. S. Balaji; D. P. Jena
- Publisher
- Springer Science and Business Media LLC
- Published
- 2022
- Language
- EN
- Field
- Engineering (Physical Sciences)