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Concordia University - MECH 4126451_assignment_4-2008_solution
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PROBLEM 1 A conical surface is generated by revolving a straight line between two points A (2, 0, 0) and B (1, 2, 0) about the Y-axis by 180 degrees. 1) Derive a parametric equation of the conical surface. Assume that parameter u moves a point along a circle on a plane perpendicular to the Y-axis as it varies from 0 to 1 and that parameter v changes the height of the circle in the Y-direction as it varies from 0 to 1.
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Institution
Concordia University (
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Course
MECH 412
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Written for
- Institution
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Concordia University (
)
- Course
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MECH 412
Document information
- Uploaded on
- April 6, 2021
- Number of pages
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- Written in
- 2020/2021
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- Exam (elaborations)
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- Questions & answers
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concordia university mech 4126451assignment4 2008solution
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problem 1 a conical surface is generated by revolving a straight line between two points a 2
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0
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0 and b 1
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2
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0 about the y axis by
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