space curve वाक्य
उदाहरण वाक्य
मोबाइल
- A curve is a 1-dimensional object that may be straight ( like a line ) or not; curves in 2-dimensional space are called plane curves and those in 3-dimensional space are called space curves.
- Position vector fields are used to describe continuous and differentiable space curves, in which case the independent parameter needs not be time, but can be ( e . g . ) arc length of the curve.
- Where \ tau = \ tau ( s ) is the torsion of the space curve X, and \ left [ \ Theta \ right ] _ X denotes the total rotation angle of U along X.
- Ross stated his work with radar vector handling led naturally to his defining tool paths as space curves rather than points in APT II . And allowed him to conceptualize their realization in a machine tools rectilinear framework.
- Distance can be determined also for finite space regions only in such reference frames in which " g ik " does not depend on time and therefore the integral "'+ " " "'dl " along the space curve acquires some definite sense.
- :Maybe the questioner is looking for The Matrix : ) No, seriously, I'm with User : Edison, I think what you are looking for is the visual expression of space curving ( per Einstein's General Relativity ) because of gravity .-- Taraborn 06 : 56, 30 June 2007 ( UTC)
- Every conic surface is rays that start at the apex and pass through a point of some fixed space curve . ( In some cases, however, the two nappes may intersect, or even coincide with the full surface . ) Sometimes the term " conical surface " is used to mean just one nappe.
- In the most general form, the range of such a function may lie in an arbitrary topological space, but in the most commonly studied cases, the range will lie in a Euclidean space such as the 2-dimensional plane ( a " planar curve " ) or the 3-dimensional space ( " space curve " ).
- The region inside the separatrix has all those phase space curves which correspond to oscillating motion back and forth of the pendulum ( whose equation of motion is given above ), whereas the region outside the separatrix has all the phase space curves which correspond to the motion with the pendulum continuously turning through vertical planar circles.
- The region inside the separatrix has all those phase space curves which correspond to oscillating motion back and forth of the pendulum ( whose equation of motion is given above ), whereas the region outside the separatrix has all the phase space curves which correspond to the motion with the pendulum continuously turning through vertical planar circles.
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