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Giant elasto-opticresponseofgallium selenide on flexible mica
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作者 T.Barker a.gray +5 位作者 M.P.Weir J.S.Sharp A.Kenton Z.R.Kudrynskyi H.Rostami A.Patané 《npj Flexible Electronics》 2025年第1期1907-1911,共5页
Understanding the bending behaviour of a crystal onto a flexible platform is crucial for flexibleelectronics.The Young’s modulus,a measure of how easily a material deforms,plays a critical role inthe coupled deformat... Understanding the bending behaviour of a crystal onto a flexible platform is crucial for flexibleelectronics.The Young’s modulus,a measure of how easily a material deforms,plays a critical role inthe coupled deformation of a crystal on a flexible substrate,as well as the transfer of strain from thesubstrate onto the layer.Here,we report on the bending behaviour of gallium selenide(GaSe),a van derWaals semiconductor with a small Young’s modulus and strain-dependent electronic band structure.A controllable,reproducible uniaxial strain,ϵ,is applied to nanometer-thick GaSe layers via theirbending on a mica substrate.The spectral shiftΔE of the room temperature photoluminescenceemission with increasing strain has a large associated strain coefficientΔE/ϵ.This is accompanied bycoupled electronic and vibrational states under strain-induced resonant excitation conditions,asprobed by Raman spectroscopy. 展开更多
关键词 coupled deformation van derwaals semiconductor gallium selenide gase flexible platform van der waals semiconductor flexible substrateas gallium selenide bending behaviour
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Author Correction:Giant elasto-optic response of gallium selenide on flexible mica
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作者 T.Barker a.gray +5 位作者 M.P.Weir J.S.Sharp A.Kenton Z.R.Kudrynskyi H.Rostami A.Patané 《npj Flexible Electronics》 2025年第1期1596-1596,共1页
In the original version of the article in Figs.2,3 and 4 and corresponding text,the value of the strain is estimated for different bending radii,r,of the mica,i.e.the strain is calculated as t/2r,where t=0.03 mm is th... In the original version of the article in Figs.2,3 and 4 and corresponding text,the value of the strain is estimated for different bending radii,r,of the mica,i.e.the strain is calculated as t/2r,where t=0.03 mm is the thickness of the mica.For example,for r=4 cm,t/2r=0.04%.However,as shown in Fig. 展开更多
关键词 bending radius strain elasto optic response MICA gallium selenide
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