3. A storage tank with a surface area of 35 m² and a wall thickness of 100 mm contains 2000 kg of hydrogen gas at a concentration of 110 kg/m³. The atmosphere outside the tank has a hydrogen concentration of 0.2 kg/m³. If D = 8×10-11 m²/s, how long will it take (in years) for 4% of the hydrogen to diffuse out of the tank? Assume steady-state conditions.
3. A storage tank with a surface area of 35 m² and a wall thickness of 100 mm contains 2000 kg of hydrogen gas at a concentration of 110 kg/m³. The atmosphere outside the tank has a hydrogen concentration of 0.2 kg/m³. If D = 8×10-11 m²/s, how long will it take (in years) for 4% of the hydrogen to diffuse out of the tank? Assume steady-state conditions.
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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![3.
A storage tank with a surface area of 35 m² and a wall thickness of 100 mm
contains 2000 kg of hydrogen gas at a concentration of 110 kg/m³. The atmosphere
outside the tank has a hydrogen concentration of 0.2 kg/m³. If D = 8×10-¹¹ m²/s,
how long will it take (in years) for 4% of the hydrogen to diffuse out of the tank?
Assume steady-state conditions.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fdf5aa2e5-f0b0-4839-a4ef-6f98d6dc8551%2F99141756-390a-457f-8a14-ffaec57854db%2Farmqhr_processed.jpeg&w=3840&q=75)
Transcribed Image Text:3.
A storage tank with a surface area of 35 m² and a wall thickness of 100 mm
contains 2000 kg of hydrogen gas at a concentration of 110 kg/m³. The atmosphere
outside the tank has a hydrogen concentration of 0.2 kg/m³. If D = 8×10-¹¹ m²/s,
how long will it take (in years) for 4% of the hydrogen to diffuse out of the tank?
Assume steady-state conditions.
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