Can you find the contact pressure between two cylinders?

Can you find the contact pressure between two cylinders?

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“Can you find the contact pressure between two cylinders?” The question seemed easy to answer, given that the two cylinders I was referring to were my test tubes. That’s because the contact between a cylinder’s external surface and its internal surface results in some pressure when the liquid inside the cylinder is pressed against the surface. However, this same mechanism doesn’t apply to all cylinders. A container of water and two glasses, for example, have internal surfaces that can’t contact the walls of the glasses due to their flatness

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When two cylinders are placed one on top of the other, as in Figure 1, their interiors contact with each other. This contact occurs due to their mutual attraction. For instance, in a pipe, as the temperature increases, the inner part of a pipe heats up to 500°C, causing it to contract, creating a vacuum. This vacuum pressure pulls the liquid into the interiors of the two cylinders, which leads to condensation in the cylinders, causing condensate to

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“Can you find the contact pressure between two cylinders?” I am a teacher, and I love to share my passion about teaching. For a few days, I have been experimenting with some homework questions from my students. The first was this one, “Can you find the contact pressure between two cylinders?” It’s a great question! my response I remember when I was in college, taking an to calculus class. I’d often ask a question like this: What does it mean to find the tangent line of a curve, and

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A cylinder is a cylindrical shape with a thick wall that encloses a fluid inside. Two cylinders in opposite directions are connected to an axle. Whenever two cylinders are pressed together or attached, their surfaces are in direct contact with each other. For example, you can find the contact pressure between two spheres. Now write: It is very easy to find contact pressure between two cylinders. The contact pressure between the two cylinders is equal to the gravitational force, F, that pulls the two cylinders

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