Ultrarapid Quenching of Liquid Alloys by Herbert Herman

By Herbert Herman

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Availability of high power continuous lasers now allows continuous treatment of entire surfaces to be carried out by traversing as first intro­ duced by Hiller (1968) using an electron beam (Fig. 6a). Breinan et al. 5 mm at the workpiece. This arrangement 4 2 (Fig. 5 x 10 W / m m . Traversing in the range 25 to 1000 m m / s by setting the disk speed gave incident energy inputs in the range 3 to 120 J / m m and depths melted of —50 to 500 μπι. Breinan et al. A). 1 mm, the onset of vaporization corresponds to an 2 absorbed energy of 2 J / m m at a residence time of 2 ms.

B . l ) . 42 Η. J O N E S 1968). G» this may be written in the form h = a(aG/d0) 6 + βφϋ (ν/ά0)^. , —3 x 3 2 2 10" or 1 x 10~ W / m m ° K for a droplet 100 μπι in diameter traveling at 100 m / s relative to argon or helium gases, respectively, taking values of C PG> G> and TJG from handbook data (Gray, 1972). B). A) by cooling rate measurements for various methods of RQM on chill sur­ faces reflect a situation of localized good contact separated by regions 2 where contact is absent. 5 μπι thick.

C. The Magnitude of Heat Transfer Coefficients While a small value of z 0 is a minimum condition for a high cooling rate, a second requirement is that h should be as large as possible, especially for N u <^ 1 at which cooling rate is proportional to h/z0 [Eq. (1)]. This condition can apply especially for small droplets both in free flight or in spray deposition. Cooling by radiation is governed by Stefan's law: dQ = εσ(Τ 4 - T\)A0 3 dt ^ εσΤ Α0(Τ - TA) dt (20) when (T - TA) is not small. 8 x 4 2 4 10~ W / m m °K , ε as unity, and Τ as 1000°K.

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