Maritime Forum

Oil Leak Simulation - EMODnet Sea-Basin Checkpoint Challenge

Published on: Tue, 26/04/2016 - 09:56
As part of a stress test on marine data, two days ago teams were asked to assess the impact of simulated oil spills in six European seabasins. All of them managed to deliver assessments of the fate of the oil – dispersed, floating, evaporated, beached etc despite the short notice. Interesting results were the influence of ice in the Arctic, the impact on fishing in the Baltic, the differences in dispersion between the Atlantic and Black Sea and the threat to coastal habitats in the North Sea and Mediterranean. In all cases it is the wind that largely dictates the movement of the slick and the type of oil that dictates the evaporation rate. As in a real spill, the amount of information regarding the fate and trajectory of the oil increases rapidly over the first few days, as more information and resources come into play from the scenario, and information comes back from the field.

The Checkpoint Oil Leak Challenges were launched on 10/05/2016 – an overview of all spills can be found at the end of the post.  

Results

This section will be updated with regular summaries of results of each of the checkpoints as they become available after 24 hours and after 72 hours.  

Arctic

At 10:27 (BST) on 10/05/2016, the Arctic Checkpoint was alerted that an explosion had occured at 08:15 (CET) on the Prirazlomnaya Platform, 60km off the coast in the Pechora Sea (see figure). Oil is leaking subsurface, at a rate of 800m³/day: this is expected to be reduced to 500 m³/day following emergency repairs with 24 hours, with the leak being stopped completely within 72 hours.

Method and assumptions

Initial modelling (results on 11/05/2016) was carried out using ASA’s OILMAPTM model. Because of the entrainment of the oil in the ice, the hydrodynamic data has been made equal to the ice velocity fields and wind action has been switched off. For later updates (on 12/05 and 13/05/2016) the oil spill forecast are based on SINTEF's OSCAR Model.

It was assumed that the exact location of the platform was 69°16'4.44"N, 57°16'50.48"E, with a water depth of about 20m. It was also assumed that the oil was ARCO (Arctic Crude) due to the location and SG (0.910 kg/m3 ) with increased concentration of sulfur and low paraffin content.

Results on 11/05/2016

The oil is rising into an area that is currently an ice field meaning the oil will be entrained in the ice. The ice forecast predicts an westerly flow at approximately 0.3 m/s and no shoreline impact is expected. 

Taking into consideration the thickness of the ice sheet, and the current location of the spill, it would be difficult to man a traditional response. The best option would be to monitor and track the oil under the ice sheet and be prepared to act once the ice has started to melt making the oil accessible. Some attempts to locate the oil under the ice and cut trenches for skimmers could be made, but this would depend on the availability of response vessels, and their ability to get through the ice. As such, containment options would be limited. In situ burning could be considered, although accelerants would have to be used.

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" />

Figure: Location of the leaking oil platform in the 60km off the coast in the Pechora Sea

 

Results on 13/05/2016

The oil spill is in a complex, ice infested environment that reduces the reliability of any oil spill forecast.  In this case, the Prirazlomnaya Platform is in pack ice flowing westward at upto 0.5 m/s. The oil, which is lighter than water, can be expected to rise to the underside of the ice pack where it will be trapped into the moving ice sheet.  Over the last 72 hours, more and more oil was transported north-westward as the ice sheet flows over the top of where the leak is. The ice pack is currently breaking up, making an accurate prediction of where the oil can be recovered very difficult.