In a container of diameter Φ (see image), a tube of diameter ε (much smaller than the diameter of the container) is connected at a height d. The water level in the container is h. Water flows at a constant speed in the tube. The density of the fluid is ρ. If the container is open to the air, calculate the pressure at the connection. Conceptual question: In the second figure of the image, three pressures are represented. Are these pressures constant along the height they describe?
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In a container of diameter Φ (see image), a tube of diameter ε (much smaller than the diameter of the container) is connected at a height d. The water level in the container is h. Water flows at a constant speed in the tube. The density of the fluid is ρ. If the container is open to the air, calculate the pressure at the connection.
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Conceptual question: In the second figure of the image, three pressures are represented. Are these pressures constant along the height they describe?
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Now (refer to the image) there are two identical containers as in the previous question, which are connected by the same tube. Is calculating the pressure at point 1 the same as calculating it at the furthest left point at the same level as point 1? Calculate the pressure at points 1 and 2.
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