Download Deployable Stable Lasers for Gravitational Wave Interferometers
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F.2. FORCED-AIR CONVECTION 227 Figure F.1: Heatsink dimensions, measured in metres. hf μ ¶¸ 24 1=68I 3 1 exp , = 24 1=68I 3 (F.4) where F is the n spacing parameter, given by μ I = 100=7Vi W Oi ¶1@4 (F.5) Conductive area The conductive area of the heatsink is calculated by determining the total surface area of the heatsink ns and spacings, while the at, back mounting surface is excluded since it does not see the ambient conditions. F.2 Forced-air convection When cooling a heatsink using forced-air convection, radiation is not a signicant heat dissipation method. Therefore, Equation F.1 can be simplied and written as vd = 1 kf Df where Af is calculated as for natural convection (Section F.1.2). (F.6)