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3 cards from this section. Quick, good the night before a test.
Define cylindrical coordinates.
Think about how they are graphically represented.
What is traction?
Consider how it relates to weight and pressure.
What is the main focus of total force due to traction in cylindrical coordinates?
Consider how traction affects calculations.
Taylor's expansion is primarily used for what purpose in this context?
Recall how we approximate function behavior.
Consider a cylindrical tank that holds liquid. If the radius and height of the tank are doubled, how does this change the pressure and resulting forces acting on the surfaces?
Analyze the relationships between dimensions and how they influence the pressure.
In a cylindrical element subjected to external loading conditions, derive how changing the angle θ influences tangential stresses.
Think about how theta relates to radial dimensions in your calculations.
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