arc length In A Sentence
Learn how to use arc length in a sentence and make better sentences with `arc length` by reading arc length sentence examples.
- So the squared integrand of the arc length integral is.
- Based on the mathematical model, the variation of arc length is bigger than that of wire extension.
- But, in this case, if you are moving back and forth, it would make more sense to have the arc length first increase, then decrease,increase again, and so on.
- So, the next concept that I want to define is that of arc length.
- According to the principle of calculating meridional arc length, a novel practical formula is given in this paper.
- Nearly arc length parameterization curve palyes an important role in CAD and geometric modeling.
- If the boundary is rectifiable, then one can calculate the measure as an integral, in a manner analogous to the calculation of arc length and surface area in basic multivariable calculus.
- The radius of curvature of the path is ? as found from the rate of rotation of the tangent to the curve with respect to arc length, and is the radius of the osculating circle at position " s ".
- The first elliptic functions were found by Carl Friedrich Gauss around 1795 in connection with his calculation of the lemniscate arc length, but first published after his death.
- Through the arc-length orthogonality method, the spherical surface apparently pattern iterative programming is worked out and can follow the tracks of the whole process of the structural deformation.
- So, the usual notation that we will have is for arc length.
- And, the speed is how much arc length on the curve I go per unit time, which is why I'm writing ds dt.
- This sounds like an arc length problem to me.
- While a radian is defined as an angle on the unit circle where the arc and radius have equal length, a milliradian is defined as the angle where the arc length is one thousandth of the radius.
- Maintaining a short arc length, while preventing contact between the electrode and the workpiece, is also important.
- Comes from the Pythagorean theorem and represents a small segment of the arc of the curve, as in the arc length formula.
- By definition, the arc length of a curve is the least upper bound of the lengths of all polygonal approximations of the curve.
- I mean, arc length could be positive or negative.
- In " n "-dimensional general curvilinear coordinates, the square of arc length is:.
- First, the arc length approaches the length of the segment connecting radius 1 and radius 2.
- I mean, that would be sneaky-freaky, but you could have a negative arc length that gets 0 closer and closer to zero, and gets to zero at the end of a trajectory, or anything you want.
- You should try a Nonlinear analysis, possibly with arc length control method.
- It uses only the arc length formula, expression for the area of a plane region from Green's theorem, and the Cauchy-Schwarz inequality.
- While the arc length is a local property of a curve.
- Actually, maybe you want to say that the arc length increases and then decreases along the curve.
- The circle itself is one-dimensional and can be characterized by its arc length.
- APPLICATON: Straight edge, irregular curve edge, with adjustable speed feeding coder calculates arc length , auto - cutting function.
- While a sphere is the surface that encloses a maximal volume for a given surface area, the mylar balloon instead maximizes volume for a given generatrix arc length.
- The arc length of an ellipse, in general, has no closed-form solution in terms of elementary functions.
- The circle is the plane curve enclosing the maximum area for a given arc length.
- As an example of his method, he determined the arc length of a semicubical parabola, which required finding the area under a parabola.
- There are notable exceptions such as the circle, the cycloid, epi-and hypocycloids, and the catenary, but even for an ellipse finding curvature as a function of arc length is difficult.
- In 1657 he became the first to find the arc length of an algebraic curve when he rectified the cubical parabola.
- Under these circumstances the arc to be considered is bisected at 0, and its length is proportional to the width of the slit.
- This series has a story arc that runs the entire length of the series and is incomplete so far.
- If it is obtained from a polygon it is just the image of vertical lines, and the measure of an arc is just the euclidean length of the horizontal segment homotopic to the arc.
- Therefore, actual dwell time will depend on the length of the approximate circular arc in the coupler curve.
- With automatic are length compensating function, stable electric are, less splashing, electric arc has high force.
- The time the pendulum spends in its arc is dependent only on the length of the cord.
- Each arc measures one lunar day, called " tithi " : The time it takes the moon to traverse that distance is the length of that lunar day.
- Each arc ranges from 45 miles to 120 miles in length.
- The influences of gap length, polar arc and thick of stator yoke on electromagnetic torque are discussed.
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