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3 cards from this section. Quick, good the night before a test.
Define the cylindrical coordinate system and name its components.
Think about how these dimensions describe a point in 3D space.
What is a basis vector?
Relate this to how you define directions in 2D or 3D.
What is the primary coordinate system discussed in this section?
Recall the distinct features of each system.
True or False: The basis vectors in cylindrical coordinates change direction with angular position.
Think about how these vectors relate to angular changes.
A cylindrical tank has varying stresses at different heights. If the stress at height z is represented as σ(z) = 3z², compute the total force acting on the top face of the cylindrical element given radius r = 2.
Utilize integration techniques for polynomial functions.
Create a simulation model of a cylindrical structure under varying loads. How would the stress distribution change as you alter the radial distance?
Consider software that can visualize stress under loads.
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