Conclusions
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1.
The relationship between the modulus of elasticity E and relative density ϑ of fibrous metals is described by Eq. (2), in which the minimum value of the power m is close to 2.
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2.
The contact ultimate strength obc=ob/α=obEc/E for fibrous copper and stainless steel, determined from Eq. (1), was independent of porosity within the limits of experimental error and had a value corresponding to the σb of the nonporous metal in the annealed state. This indicates that the modulus of elasticity E is a basic characteristic for evaluating the contact cross-section and strength of porous fibrous metals.
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3.
We obtained data on the damping decrement as a function of the density of porous fibrous metals.
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Literature cited
F. Forster, “A new instrument for determining the modulus of elasticity and the damping capacity,” Z. Metallk.,4, 109 (1937).
S. G. Fedotov, In: Titanium and Its Alloys [in Russian], Vol. X, Izd-vo AN SSSR (1963), p. 188.
M. Yu. Bal'shin, Powder Metallurgy [in Russian], Mashgiz (1948).
M. Yu. Bal'shin and S. G. Fedotov, Metally,1, No. 1, 166 (1965).
M. Yu. Bal'shin, DAN SSSR,154, 80 (1964).
M. Yu. Bal'shin, Poroshkovaya Met., No. 4, 29 (1964).
M. Yu. Bal'shin, Handbook of Machine-Building Materials [in Russian], Vol. 2, Ch. XI, Mashgiz (1959), p. 571.
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Translated from Poroshkovaya Metallurgiya, No. 4 (64), pp. 77–80, April, 1968.
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Bal'shin, M.Y., Fedotov, S.G. Elastic characteristics of fibrous metals. Powder Metall Met Ceram 7, 310–312 (1968). https://doi.org/10.1007/BF00775798
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DOI: https://doi.org/10.1007/BF00775798