Safe distance for icebreaker escorting of ships with podded propulsors

Safe distance for icebreaker escorting of ships with podded propulsors

Author: O.V. Tarovik

 

Abstract

 

The article presents a formula to estimate a safe distance for icebreaker escorting of ships with azimuth thrusters. The formula has been obtained using a simplified representation of the processes that occur during ship stopping in ice. Ice resistance of a ship in the channel behind the icebreaker has been calculated using empirical formulae that include the main design parameters of a ship, such as bollard pull, maximum speed in open water, and others. The article also contains an analysis of the influence of various factors on safe distance. The formula has been verified by the model experiment on the stopping of Yamalmax-type LNG carrier in the channel behind the Leader-type icebreaker in 1,5 m thick ice. In addition, the calculation results were compared the full-scale distances between the Christophe de Margerie LNG-carrier and leading icebreaker during a transit voyage along the Northern Sea Route in February 2021. Average full-scale distances have been found to be significantly higher than calculated safe distance, and more corresponding to safe distance in open water conditions.

 

Keywords: icebreaker assistance, distance to icebreaker, safe distance, ship inertia, operation in channel.

 

References

1.   Ryvlin A.Ya., Kheysin D.E. Ispytaniya sudov vo idakh [Ship ice trials]. Leningrad: Sudostroyeniye [Shipbuilding], 1980, 208 p.

2.   Metodicheskiye rekomendatsii po vypolneniyu rascheta dopustimykh rezhimov dvizheniya sudna vo idakh [Guidance on Calculation of Permissible Ship Motions when Navigating in Ice]. St. Petersburg. Russian Maritime Register of Shipping, 2012, 18 p.

3.   Goncharov V.K., Klementieva N.Yu. Problem statement on the vessel braking within ice channel. Transportation Safety and Environment. Vol. 3, Issue 1. 2021. pp. 50 — 56, https://doi.org/10.1093/tse/tdaa032.

4.   Zhang W., Goerlandt F., Kujala P., Qi Y. A coupled kinematics model for icebreaker escort operations in ice-covered waters. Ocean Engineering. Vol. 167, 2018. pp. 317 — 333 https://doi.org/10.1016/j.oceaneng.2018.08.035.

5.   Zhang W., Zoua Z., Goerlandt F., Qi Y., Kujala P. A multi-ship following model for icebreaker convoy operations in icecovered waters. Ocean Engineering. Vol. 180, 2019. pp. 238 — 253 https://doi.org/10.1016/j.oceaneng.2019.03.057.

6.   Zhang M., Zhang D., Fu S., Yan X., Goncharov V. Safety distance modeling for ship escort operations in arctic ice-covered waters. Ocean Engineering. Vol. 146, 2017. pp. 202 — 216. https://doi.org/10.1016/j.oceaneng.2017.09.053.

7.   Dobrodeev A.A., Sazonov K.E. Opredelenie 6ezopasnoy distantsii provodkikrupnotonnazhnykh sudov vo idah [Determination of the safe distance for heavy-tonnage ships escorting in ice]. [Research Bulletin of Russian Maritime Register of Shipping]. 2019. Nos. 54/55. pp. 8 — 16.

8.   Gofman A.D. Dvizhitelno-rulevoy kompleks i manevrirovanie sudna [Propulsion and steering complex and vessel maneuvering]. Handbook. Leningrad: Sudostroyeniye [Shipbuilding], 1988, 360 p.

9.   Sazonov K.E. Teoreticheskie osnovy plavaniya sudov vo idah [Theoretical foundations of ship navigation in ice]. Krylov State Research Centre. St. Petersburg. 2010. 274 p.

10. Olkhovik E.O. Analiz skorostnykh rezhimov SPG-tankerov v akvatorii Severnogo morskogo puti v period zimnej navigatsii 2017 — 2018 [Analysis of speed regime LNG-tankers in the Northern Sea Route in period of winter navigation 2017 — 2018]. Vestnik Gosudarstvennogo universiteta morskogo i rechnogo flota imeni admirala S.O. Makarova. 2018. Vol. 10. No. 2. pp. 300 — 308. https://doi.org/10.21821/2309-5180-2018-10-2-300-308.

11. Andryushin A., Fedoseev S., Kuteinikov M. Ledovye nagruzki na korpus vintorulevykh kolonok sudov ledovogoplavaniya [Ice loads on pod unit bodies of ice-going ships]. Transactions of the Krylov State Research Centre. 2020. Special Edition 2: pp.19 — 30 https://doi.org/ 10.24937/2542-2324-2020-2-S-I-19-30.

12. Nowicki J. Stopping of Ships Equipped with Azipods. TransNav, the International Journal on Marine Navigation and Safety of Sea Transportation. Vol 8, No 3. 2014. pp. 373 — 376. https://doi.org/10.12716/1001.08.03.07.

13. Tsoy L.G., Bogdanov A.A. Matematicheskaya model dvizheniya sudna vo idah pod provodkoy ledokola [Mathematical model of the ship's movement in ice under the icebreaker assistance] // Perspektivnye tipy sudov i ih morekhodnye kachestva [Promising types of ships and their seaworthiness]. Sbornik nauchnyh trudov CNIIMF. Vol. 285. 1983. pp. 95 — 99.

14. Riska K., Wilhelmson M., Englund K., Leiviska T. Performance of merchant vessels in ice in the Baltic/ Research report No 52. Helsinki University of Technology. Ship Laboratory. Espoo, December 1997. 73 p.

15. Lindqvist, G., 1989. A straightforward method for calculation of ice resistance of ships. Proceedings of POAC 89. Vol. 2. 1989. pp. 722 — 735.

16. Grochowalski S., Hermanski G. Ship Resistance and Propulsion in Ice-Covered Waters: An Experimental Study. Transactions — Society of Naval Architects and Marine Engineers. vol 119. 2011. pp. 67 — 92.

17. Jeong S.-Y., Choi K., Kim H.-S. Investigation of ship resistance characteristics under pack ice conditions. Ocean Engineering. Volume 219, 1 January 2021, 108264. https://doi.org/10.1016/j.oceaneng.2020.108264.

 

About author:

 

O.V. Tarovik - PhD, LLC Bureau Hyperborea, St. Petersburg, e-mail: oleg.tarovik@bureauhyperborea.ru

Issue: 66/67 (2022)

For citation: O.V. Tarovik. Safe distance for icebreaker escorting of ships with podded propulsors. Research Bulletin by Russian Maritime Register of Shipping. 2022, No. 66/67, pp. 4-18.

UDC 629.123

Pp: 4-18