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 />
In our case, with displacement vector u = 〈u(r), 0, 0〉 in<br />
cylindrical coordinates,<br />
e rr = ∂u<br />
∂r → u r ,<br />
e zz = ∂w<br />
∂z → 0,<br />
2e rz = ∂u<br />
∂z + ∂w<br />
∂r<br />
→ 0,<br />
e φφ = 1 ∂v<br />
r ∂φ + u r → u r ,<br />
2e φz = 1 ∂w<br />
r ∂φ + ∂v<br />
∂z → 0,<br />
2e rφ = ∂v<br />
∂r − v r + 1 ∂u<br />
r ∂φ → 0.<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