Difference between parametric and geometric continuity
Answers
Answer:
Basically, parametric continuity corresponds to a parametric equation associated with a curve or surface. Geometric continuity refers to the way that a curve or surface looks (unit tangent or curvature vector continuity).
Parametric contiunity
Parametric continuity means smoothness both of the curve and of its parameterization. That is, if a curve F is parametrically smooth, we can make a movie in which a car's position at time t is F(t) and the motion of the car in that movie will look smooth.
Answer:
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Basically, parametric continuity corresponds to a parametric equation associated with a curve or surface. Geometric continuity refers to the way that a curve or surface looks (unit tangent or curvature vector continuity).
Step-by-step explanation:
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