2023
DOI: 10.1016/j.ijsolstr.2022.112103
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On exotic linear materials: 2D elasticity and beyond

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Cited by 2 publications
(2 citation statements)
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“…) tan(θ 2 ) tan(θ 3 ) tan(θ 4 ) tan(θ 5 ) tan 2 (θ 1 ) tan 2 (θ 2 ) tan 2 (θ 3 ) tan 2 (θ 4 ) tan 2 (θ 5 ) tan 3 (θ 1 ) tan 3 (θ 2 ) tan 3 (θ 3 ) tan 3 (θ 4 ) tan 3 (θ 5 ) tan 4 (θ 1 ) tan 4 (θ 2 ) tan 4 (θ 3 ) tan 4 (θ 4 ) tan 4 (θ 5 )…”
Section: Bespoke Lattices With Energy Constant or Linear In Cunclassified
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“…) tan(θ 2 ) tan(θ 3 ) tan(θ 4 ) tan(θ 5 ) tan 2 (θ 1 ) tan 2 (θ 2 ) tan 2 (θ 3 ) tan 2 (θ 4 ) tan 2 (θ 5 ) tan 3 (θ 1 ) tan 3 (θ 2 ) tan 3 (θ 3 ) tan 3 (θ 4 ) tan 3 (θ 5 ) tan 4 (θ 1 ) tan 4 (θ 2 ) tan 4 (θ 3 ) tan 4 (θ 4 ) tan 4 (θ 5 )…”
Section: Bespoke Lattices With Energy Constant or Linear In Cunclassified
“…Similarly, restrictions on the elastic moduli need to be relaxed in the context of active solids [2, 3]. Materials that arise from topology optimisation have inspired increased sophistication in symmetry classification of elastic moduli [4].…”
Section: Introductionmentioning
confidence: 99%