Calculate the fractional compression, δv v of water at the bottom of the ocean, given that the bulk modulus of water is 2.2×109n m−2 (consider g =10ms−2) Example 9.5 the average depth of indian ocean is about 3000 m The average depth of indian ocean is about 3000m
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The fractional compression, δv v of water at the bottom of the ocean is then (given
Bulk modulus of the water = 2.2×109n m−2 and g =10ms−2)
Its average depth is about 3,688 meters (12,100 ft), and its maximum depth is 10,994 meters (6.831 mi) at the mariana trench Nearly half of the world's marine waters are over 3,000 meters (9,800 ft) deep The vast expanses of deep ocean (anything below 200 meters or 660 feet) cover about 66% of earth's surface. The average depth of indian ocean is about 3000m.calculate fractional compression delta v/ v of water at bottom of the ocean , given that bulk modulus of water is 2.2?10^9 n/m^2.take g as 10m /s^2.
The average depth of indian ocean is about 3000 m bulk modulus of water is 2.2×104 n /m2 , g =10 m/s2,then the fractional compression is δv v of water at the bottom of indian ocean is: The average depth of ocean is 2500 m Calculate the fractional compression lvl of water at the bottom of ocean, given that the bulk modulus of water is 2.3 x 10' n/m². 13,000 feet the pacific ocean is the largest and deepest ocean basin on earth, covering more than 155 million square kilometers (60 million square miles) and averaging a depth of 4,000 meters (13,000 feet).
