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Temperature dependent lattice constant of InSb above room temperature

Identifieur interne : 000376 ( Main/Repository ); précédent : 000375; suivant : 000377

Temperature dependent lattice constant of InSb above room temperature

Auteurs : RBID : Pascal:13-0343697

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Abstract

Using temperature dependent X-ray diffraction on two InSb single crystalline substrates, the bulk lattice constant of InSb was determined between 32 and 325 °C. A polynomial function was fitted to the data: α(T) = 6.4791 + 3.28 × 10-5 × T + 1.02 × 10-8 × T2 Å (T in °C), which gives slightly higher values than previously published (which go up to 62 °C). From the fit, the thermal expansion of InSb was calculated to be α(T) = 5.062 × 10-6 + 3.15 × 10-9 × T K-1 (T in °C). We found that the thermal expansion coefficient is higher than previously published values above 100 °C (more than 10% higher at 325 °C).

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Pascal:13-0343697

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<name sortKey="Nilsen, Tron Arne" uniqKey="Nilsen T">Tron Arne Nilsen</name>
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<name sortKey="Fimland, Bj Rn Ove" uniqKey="Fimland B">Bj Rn-Ove Fimland</name>
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<div type="abstract" xml:lang="en">Using temperature dependent X-ray diffraction on two InSb single crystalline substrates, the bulk lattice constant of InSb was determined between 32 and 325 °C. A polynomial function was fitted to the data: α(T) = 6.4791 + 3.28 × 10
<sup>-5</sup>
× T + 1.02 × 10
<sup>-8</sup>
× T
<sup>2</sup>
Å (T in °C), which gives slightly higher values than previously published (which go up to 62 °C). From the fit, the thermal expansion of InSb was calculated to be α(T) = 5.062 × 10
<sup>-</sup>
6 + 3.15 × 10
<sup>-9</sup>
× T K
<sup>-1</sup>
(T in °C). We found that the thermal expansion coefficient is higher than previously published values above 100 °C (more than 10% higher at 325 °C).</div>
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<s0>Using temperature dependent X-ray diffraction on two InSb single crystalline substrates, the bulk lattice constant of InSb was determined between 32 and 325 °C. A polynomial function was fitted to the data: α(T) = 6.4791 + 3.28 × 10
<sup>-5</sup>
× T + 1.02 × 10
<sup>-8</sup>
× T
<sup>2</sup>
Å (T in °C), which gives slightly higher values than previously published (which go up to 62 °C). From the fit, the thermal expansion of InSb was calculated to be α(T) = 5.062 × 10
<sup>-</sup>
6 + 3.15 × 10
<sup>-9</sup>
× T K
<sup>-1</sup>
(T in °C). We found that the thermal expansion coefficient is higher than previously published values above 100 °C (more than 10% higher at 325 °C).</s0>
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