Flag Thermal Physics> Icebergs in the North Atlantic present ha...
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Icebergs in the North Atlantic present hazards to shipping (see Fig. 23-30), causing the length of shipping routes to increase by about 30% during the iceberg season. Strategies for destroying icebergs include planting explosives, bombing, torpedoing, shelling, ramming, and painting with lampblack, suppose that direct melting of the iceberg, by placing heat sources in the ice, is tried. How much heat is required to melt 10% of a 210,000-metric-ton iceberg? (one metric ton = 1000 kg.)
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

Amit Saxena , 10 Years ago
Grade upto college level
anser 1 Answers
Navjyot Kalra
To obtain the heat that is required to melt 10% of a 210,000-metric-ton iceberg, substitute 210,000-metric-ton for mass of the iceberg m and 333 ×103 J/kg for latent heat of fusion of water in the equation Q = 10% (Lm),
232-1570_1.PNG
From the above observation we conclude that, the heat that required to melt 10% of a 210,000-metric-ton iceberg would be 7.0×1012 J.
Last Activity: 10 Years ago
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