During the 20th century, the United States would often dispose of nuclear waste by dumping them into the ocean¹. Assume that a giant cube of depleted uranium with sides measuring 10 m is dropped into the Mariana Trench (deepest part of the Pacific Ocean) and promptly sinks to a depth of h = 11000 m. At this depth, determine the change in volume of the cube and the new length of each side. Note: the hydrostatic pressure is p = -pgh, where p = 1025 kgm ³ is the density of seawater and g = 9.81 ms² is the gravitational acceleration. Assume E = 170 GPa and v= 0.19 for depleted uranium.
During the 20th century, the United States would often dispose of nuclear waste by dumping them into the ocean¹. Assume that a giant cube of depleted uranium with sides measuring 10 m is dropped into the Mariana Trench (deepest part of the Pacific Ocean) and promptly sinks to a depth of h = 11000 m. At this depth, determine the change in volume of the cube and the new length of each side. Note: the hydrostatic pressure is p = -pgh, where p = 1025 kgm ³ is the density of seawater and g = 9.81 ms² is the gravitational acceleration. Assume E = 170 GPa and v= 0.19 for depleted uranium.
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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Transcribed Image Text:During the 20th century, the United States would often dispose of nuclear waste by dumping them
into the ocean¹. Assume that a giant cube of depleted uranium with sides measuring 10 m is
dropped into the Mariana Trench (deepest part of the Pacific Ocean) and promptly sinks to a
depth of h = 11000 m. At this depth, determine the change in volume of the cube and the new
length of each side.
Note: the hydrostatic pressure is p = -pgh, where p = 1025 kgm³ is the density of seawater and
g = 9.81 ms2 is the gravitational acceleration. Assume E = 170 GPa and v = 0.19 for depleted
uranium.
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