Wave propagation in two-dimensional periodic lattices.

By A. Phani, Jim Woodhouse, Norman A. Fleck. Journal of the Acoustical Society of America, 2006

679 citations recorded by the source corpus.

Subfields: Biomedical Engineering, Speech and Hearing

View Paper: https://www.semanticscholar.org/paper/9038ea6bbb22b83174ae5dc6ff956e9f760357c1

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

1. Chin-teh Sun
2. Guoliang Huang
3. Jihong Wen
4. Xisen Wen
5. Yong Xiao
6. G. Wang
7. Massimo Ruzzene
8. G. Hu

In Speech and Hearing

1. Yong Xiao
2. Jihong Wen
3. Xisen Wen
4. G. Wang
5. Chin-teh Sun
6. Massimo Ruzzene
7. G. Hu
8. M. Messner

Citations in the corpus

• Theoretical and Experimental Study of Locally Resonant and Bragg Band Gaps in Flexural Beams Carrying Periodic Arrays of Beam-Like Resonators (2013, background): “The idea can be further extended to other engineering structures, such as flexural plates [34], lattice structures [13–16], etc.”
• Tailoring vibration suppression bands with hierarchical metamaterials containing local resonators (2019, background): “In the study, the aluminum honeycomb lattice is simplified as a linear mass-spring system with m0 1⁄4 9L0t0rA and k0 1⁄4 ðEAt(3) 0Þ=ð2L(3)0Þ , where the mass and spring constant are obtained from the first cutoff frequency of the connected beam [58,59].”
• Homogenization and equivalent in-plane properties of two-dimensional periodic lattices (2008, background): “Much of the previous research has been devoted to the derivation of equivalent mechanical properties, as presented by noteworthy contributions such as Christensen (2000), Kumar and McDowell (2004), and Vasiliev et al. (2002). The characteristics of many periodic cellular structures are discussed in ”
• Wave propagation in equivalent continuums representing truss lattice materials (2015, methodology): “Previous research by Pao et al. (1999); Srikantha Phani et al. (2006) and Yong and Lin (1992) describes models of discrete trusses under dynamic loading.”
• Stiffness and strength of tridimensional periodic lattices (2012, background): “The interest in vibration reduction and bandgaps has motivated the search for other approaches [23,28].”