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Application of temperature- and parametric relations of long-time strength

  • Hot Strength and Relaxation Properties
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Metal Science and Heat Treatment of Metals Aims and scope

Conclusions

  1. 1.

    The parametric relations of Larson and Miller or Manson and Haferd are basically more correct than those of Manson and Succop or Graham and Walles. However, since the coefficients are not constant, one must be very cautious in using these relations when changing from one stress to another [10].

  2. 2.

    The temperature dependences log t-1/T or log t-T are linear over a large range of service lives and can be regarded as reliable for extrapolation to lower temperatures at a constant stress.

  3. 3.

    The above temperature relationships are practically identical (when the relative test temperature variation is about 10%); however, a t=f(1/T) relationship is physically sounder and can therefore, be recommended for practical use.

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References

  1. Archiv Eisenh., vol. 28, 1957, #5/6, 245–344. [A series of papers].

  2. Ibid., vol. 28, 1957, #11, 673–729. [A series of papers].

  3. L. Ya. Liberman,Zavodskava Laboratoriya, vol. 21, 1955, #2, 218–22.

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  4. Metal Progress, vol. 68, 1955, #2, p. 188.

  5. F. R. Larson and J. Miller,Trans. ASME, vol. 74, 1952, 761–771; discussion, pp 771–4.

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  6. S. S. Manson and A. M. Haferd, “A Linear Time-Temperature Relation for Extrapolation of Creep and Stress-Rupture Data”, NAGA, Technical Note, 1953(2890), 49 pages.

  7. S. S. Manson and G. Succop, ASTM, Special Techn. Publication No. 174, 1956, 40–46.

  8. A. Graham and K. F. A. Walles,Journal Iron Steel Inst., vol. 179, 1955, 105–23.

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  9. J. Glen,Journal Iron Steel Inst., vol. 179, 1955, #4, 320–41.

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  10. L. Ya. Liberman,Zavodskaya Laboratoriya, vol. 24, 1958, #12, 1501–9.

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Geminov, N.N. Application of temperature- and parametric relations of long-time strength. Met Sci Heat Treat 1, 23–26 (1959). https://doi.org/10.1007/BF00813839

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  • DOI: https://doi.org/10.1007/BF00813839

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