Optimization of the Czochralski method for InSb crystal ... - CUMC
Optimization of the Czochralski method for InSb crystal ... - CUMC
Optimization of the Czochralski method for InSb crystal ... - CUMC
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Background<br />
Analysis <strong>of</strong> <strong>InSb</strong> <strong>crystal</strong><br />
Summary<br />
References<br />
The model<br />
Future work<br />
von Mises stress<br />
Used to find <strong>the</strong> maximal stress<br />
von Mises stress equation<br />
For us<br />
σ VM = (σ φφ − σ zz ) 2 + (σ rr − σ zz ) 2 + (σ rr − σ φφ ) 2<br />
2σ VM = 1 4 ε2 Θ 12<br />
1 r 4 + 1 16 ε2 Θ 12<br />
1 (3r 2 − R 2 ) 2 + 1<br />
16 ε2 Θ 12<br />
1 (r 2 − R 2 ) 2<br />
or<br />
σ VM = 1 4 ε ∣ ∣Θ 1 (<br />
∣ r<br />
) 2 ( r<br />
) ) 4<br />
1 R<br />
(1 2 − 4 + 7 .<br />
R R<br />
with Θ 1 1 ≃ ∂T /∂r<br />
Devon Armstrong, Faculty <strong>of</strong> Science<br />
<strong>Optimization</strong> <strong>of</strong> <strong>the</strong> <strong>Czochralski</strong> <strong>method</strong> <strong>for</strong> <strong>InSb</strong> <strong>crystal</strong> growth