Skip to main content
Log in

Determination of the stone and concrete block weight in protective linings of structures subject to wave action

  • Papers
  • Published:
Hydrotechnical Construction Aims and scope

Conclusions

  1. 1.

    Formulas of different authors for the determination of stone or concrete block weight in slope-type riprapped structures contain different noncomparable safety coefficients. Analysis of experimental conditions permitted establishing the boundaries of limit states, absolute stability and total riprap destruction and obtaining an evaluation criterion for the safety factor.

  2. 2.

    Block stability is determined by two characteristics-distancel from the center of gravity of the element to the possible axis of rotation and angle α0. Stability calculation of different shaped blocks only as a function of these two characteristics showed that the weight decrease of artificial blocks compared with stone weight is the same as in experiments. Wave impact must be considered as the dumped stone destroying force, with a certain phase retard. Insignificant changes in impact pressure with slope angle (pressure decrease in steep slopes is partially compensated with the downslope velocity increase) permit considering that destructive forces do not depend on the slope angle.

  3. 3.

    From the stability equation My=Mo, a stone-weight formula was derived including in its general form three coefficients which can be obtained by calculation and an impact pressure transmission coefficient which is determined experimentally.

  4. 4.

    Numerical coefficients obtained by calculation determine the order of magnitudes. Introducing a safety factor K≈1.5,f(α) according to formula (20) it lies on the border of the absolute stability zone. This gives a certain assurance of safety in the stone and block weight determination for all slope angles between 15° and 45°.

  5. 5.

    The formula for determining the necessary block weight will have the final form:

    where K is the safety factor 1.5 (according to p. 7.24 SN 288-64).

This is a preview of subscription content, log in via an institution to check access.

Access this article

Price excludes VAT (USA)
Tax calculation will be finalised during checkout.

Instant access to the full article PDF.

Similar content being viewed by others

Literature Cited

  1. Technical conditions for the determination of wave action on marine and river structures and shores [in Russian], (SN 92-60) (1960).

  2. A. M. Zhukovetz and N. N. Zaitsev, Wave action on slope-type structures [in Russian], VNIIGS Gosud. izd. literatury po stroitel'stvu i arkhitekture (1956).

  3. G. G. Rybchevski, Stability calculation of dumped stone for protection of structures against wave action, Gidrotehknicheskoe stroitel'stvo, No. 11 (1964).

  4. M. N. Goldstein and P. S. Kononenko, Investigation of filters and stone protection of the slopes of earth structures, Proceedings of the Conference on dynamics of sea and reservoir shores [in Russian], Odessa, Vol. 1 (1959).

  5. Iribarren, Formule pour le calcul des digues en enrochements naturels ou éléments artificiels, XXI Internat. Navig. Congress, Sec. II, Stockholm (1965).

  6. C. Beaudvin, Stabilité des digues a talus a carapace en vrac, La Houille Blanche, No. “A” (1955).

  7. R. I. Hudson, Wave forces on breakwaters, Proc. A.S.C.E., Separate, Vol. 78, No. 113 (1952).

  8. A. Brandtzaeg, General Report, XXI Internt. Navig. Congress. Sect. II, Stockholm (1955).

  9. J. J. R. de Carvalho and D. Vera-Cruz, On stability of rubble-mound breakwaters, Proc. of Seventh Conference of Coastal Engineering, Vol. 2 (1961).

  10. A. Hedar, Rules for the design of rockfill breakwaters and revetments, XXI Intern. Navig. Congress. Sect. II, Stockholm (1965).

  11. R. Svee, A. Traetteberg, and A. Trum, The stability properties of the Svee-blocks, XXI Internat. Navig. Congress, Sect. II, Stockholm (1965).

  12. A. S. Ofitserov, Stone-weight determination in the body of protective structures and defense covers, VODGEO, Trudy gidrovlicheskoi laboratorii, No. 9 (1962).

  13. Insturctions for the design of hydraulic structures subject to wave action (SN 288-64) (1965).

  14. P. A. Shankin, Wave action on hydraulic structures [in Russian], Izd. Rechnoi Transport (1955).

  15. L. Greslou et Y. Mahe, Etude du coefficient de reflexion d'une houle sur un obstacle constitue par plan incliné, Proc. Fifth Conf. Coastal Engineer, Grenoble (1954).

  16. G. D. Khaskhachikh, Windwave destruction mechanism on inclined walls, Gidrotekhnicheskoe stroitel'stvo, No. 6 (1957).

Download references

Authors

Additional information

Translated from Gidrotekhnicheskoe Stroitel'stvo, No. 5, pp. 38–43, May, 1967.

Rights and permissions

Reprints and permissions

About this article

Cite this article

Metelitsyna, G.G. Determination of the stone and concrete block weight in protective linings of structures subject to wave action. Hydrotechnical Construction 1, 457–464 (1967). https://doi.org/10.1007/BF02382694

Download citation

  • Issue Date:

  • DOI: https://doi.org/10.1007/BF02382694

Keywords

Navigation