arc length

The reverse occurs if the arc length increases than the normal.

The arc length of the curve is given by .

In terms of arc length s let the path be described as:

The formula for arc length is a bit messy, but unambiguous.

Let s(t) represent the arc length which the particle has moved along the curve.

The arc length L is either finite or infinite.

The arc length of a curve on the surface and the surface area can be found using integration.

The curve is thus parametrized in a preferred manner by its arc length.

The extent of any curve (usually called arc length) is precisely defined in Calculus.

This implies that no curve can have an arc length less than the distance between its endpoints.

The circle is the plane curve enclosing the maximum area for a given arc length.

You can find terms like perimeter, arc length, area discussed at all levels of sophistication on a "Google" search.

Distance along the path of the particle is the arc length 's', considered to be a known function of time.

This definition of arc length does not require that C be defined by a differentiable function.

In order to approximate the arc length of the curve, it is split into many linear segments.

Current is switched on and by operating the mechanism of arc length adjustment the two electrodes are brought closer.

Then a streamline parametrized by arc length can be defined as .

The Cesàro equation is obtained as a relation between arc length and curvature.

Compared to other lamp types, relatively high arc power exists for the arc length.

In most cases, including even simple curves, there are no closed-form solutions of arc length and numerical integration is necessary.

Then, for every pixel in the image, the forward and backward streamline of a fixed arc length is calculated.

A change of the arc length leads, therefore, directly to the change of the process voltage.

Proper time is the pseudo-Riemannian arc length of world lines in four-dimensional spacetime.

The RF leg is defined by radius, arc length and fix.

Though, for a curve whose tangent vectors all have the same sign of magnitude, the arc length is defined.