- #1
Adesh
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- TL;DR Summary
- How can generatrices be parallel to the y-axis when the cross-section is perpendicular to the y-axis?
CONTEXT: We are finding the the buoyancy force on a boat which is upright in a still water (Fluid at rest) and the only gravity is acting as the external force. So, first we go for imaging a proper geometry of our boat.
See this figure :
For this figure the book writes:
Fig 8 represents a cross-section normal to the longitudinal axis of the boat (positive y-axis forward). Let us think of the hull as the cylindrical surface with generatrices parallel to the y-axis.
I cannot understand what’s going on in the image. First the book writes that the displayed cross-section is perpendicular to the y-axis and then he writes that the generatrices is parallel to the y-axis. Because according to me generatrix is same as the cross-section, because Wikipedia says that a generatrix is something which when moved forms a complete figure.
So, if our main figure-to-be is cylinder (with axis as the y-axis) then our generatrix has to be a circle perpendicular to the y-axis.
Please help!
See this figure :
For this figure the book writes:
Fig 8 represents a cross-section normal to the longitudinal axis of the boat (positive y-axis forward). Let us think of the hull as the cylindrical surface with generatrices parallel to the y-axis.
I cannot understand what’s going on in the image. First the book writes that the displayed cross-section is perpendicular to the y-axis and then he writes that the generatrices is parallel to the y-axis. Because according to me generatrix is same as the cross-section, because Wikipedia says that a generatrix is something which when moved forms a complete figure.
So, if our main figure-to-be is cylinder (with axis as the y-axis) then our generatrix has to be a circle perpendicular to the y-axis.
Please help!