Conclusions
An analytical expression, verified by experiment, has been obtained for calculating the maximum density of a powder mass composed of single-fraction spherical particles loosely poured into a tubular mold. Curves of maximum density vs wall thickness of tubular parts have been constructed for the range of values of k=(Ro-Ri)/d which are usually employed in the manufacture of standard filter elements. It has been established that with increasing k the density at first grows up to a certain limit, but beyond this point no significant increase in density is observed. It has been demonstrated by experiment that, for a powder poured into a tubular mold at an optimum rate, the maximum density of the powder mass is independent of mold height.
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Literature cited
G. Deresevich, “Mechanics of a granular medium,” Probl. Mekh., No. 3, 94–152 (1961).
R. C. McGeary, “Mechanical packing of spherical particles,” J. Am. Ceram. Soc.,44, No.10, 513–522 (1961).
F. A. Zenz, “Determination of the rate of flow of a particulate material moving under gravity,: Petrol. Refiner,36, No. 10, 162–170 (1957).
V. I. Faikin, V. P. Levin, and Yu. N. Gribenyuk, “influence of the rate of die filling on the density of the powder,” Poroshk. Metall., No. 8, 10–13 (1976).
M. E. Podtyagin, A Short Course of Higher Mathematics: Theoretical Part and Practical Work [in Russian], Selkhozgiz, Moscow (1961).
N. V. Smirnov and I. V. Dunin-Barkovskii, A Course of the Theory of Probability and Mathematical Statistics for Technical Applications [in Russian], Nauk, Moscow (1965).
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Translated from Poroshkovaya Metallurgiya, No. 11(227), pp. 16–20, November, 1981.
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Levin, V.P., Erofeeva, N.G. & Faikin, V.I. Effect of size of a tubular mold on the density of a loosely poured powder mass. Powder Metall Met Ceram 20, 759–762 (1981). https://doi.org/10.1007/BF00796472
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DOI: https://doi.org/10.1007/BF00796472