Artificial electrostriction in composite materials

A. Singh; M. J. A. Smith; C. Martijn de Sterke

doi:10.1364/JOSAB.34.001573

Journal of the Optical Society of America B
Vol. 34,
Issue 8,
pp. 1573-1579
(2017)
•https://doi.org/10.1364/JOSAB.34.001573

Artificial electrostriction in composite materials

A. Singh, M. J. A. Smith, and C. Martijn de Sterke

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A. Singh, M. J. A. Smith, and C. Martijn de Sterke, "Artificial electrostriction in composite materials," J. Opt. Soc. Am. B 34, 1573-1579 (2017)

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Abstract

We examine the role of artificial electrostriction in composites comprising solid materials, extending earlier theoretical models that omit the effect of shear. We accurately describe artificial electrostriction in such materials and present results for a selection of technologically important material combinations.

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Material		$K$ [GPa]	$G$ [GPa]	$ϵ_{r}$	$p_{x x y y}$	$γ_{x x y y}$
${As}_{2} S_{3}$	[19]	10.4	6.4	5.6	0.24	7.53
${SiO}_{2}$	[20]	36.9	31.2	2.1	0.27	1.19
GaAs	[20]	93.1	59.6	11.4	−0.14	−18.19
Si	[20]	116.9	79.5	12.1	0.02	2.93

	Matrix Material
		${As}_{2} S_{3}$	${SiO}_{2}$	GaAs	Si
Inclusion Material	${As}_{2} S_{3}$	0	−0.067	0.593	0.683
	${As}_{2} S_{3}$	0%	4%	5%	15%
	${SiO}_{2}$	−0.236	0	0.690	0.854
	${SiO}_{2}$	3%	0%	5%	29%
	GaAs	0.344	0.190	0	0.010
	GaAs	4%	15%	0%	6%
	Si	0.392	0.221	0.008	0
	Si	5%	14%	0.1%	0%

Material		$K$ [GPa]	$G$ [GPa]	$ϵ_{r}$	$p_{x x y y}$	$γ_{x x y y}$
${As}_{2} S_{3}$	[19]	10.4	6.4	5.6	0.24	7.53
${SiO}_{2}$	[20]	36.9	31.2	2.1	0.27	1.19
GaAs	[20]	93.1	59.6	11.4	−0.14	−18.19
Si	[20]	116.9	79.5	12.1	0.02	2.93

	Matrix Material
		${As}_{2} S_{3}$	${SiO}_{2}$	GaAs	Si
Inclusion Material	${As}_{2} S_{3}$	0	−0.067	0.593	0.683
	${As}_{2} S_{3}$	0%	4%	5%	15%
	${SiO}_{2}$	−0.236	0	0.690	0.854
	${SiO}_{2}$	3%	0%	5%	29%
	GaAs	0.344	0.190	0	0.010
	GaAs	4%	15%	0%	6%
	Si	0.392	0.221	0.008	0
	Si	5%	14%	0.1%	0%

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Journal of the Optical Society of America B