The streamline may not necessarily run parallel to a particular co-ordinate axis, such as the z-axis.

A plane containing a co-ordinate axis is translated so that it no longer contains that axis before its Miller indices are determined.

Individual plies have local co-ordinate axes which are aligned with the materials characteristic directions; such as the principal directions of its elasticity tensor.

Now take the set S to be the second coordinate axis.

The basic shape above extends from 1 to +1 along each coordinate axis.

Specifically, they are the lines parallel to one of the coordinate axes.

Coordinate axes of the device were chosen as shown in Figure 1.

As noted, the coordinate axes selected for this analysis are shown in Figure 1.

In the case of the curve the asymptotes are the two coordinate axes.

In other words, that part of space affected by the distortion of the coordinate axis.

A monopod has one leg and does not provide stability along the coordinate axis of motion.

Typically, the origin and at least some of the coordinate axes of each space are different.

Sometimes "hyperspace" is used to refer to the concept of additional coordinate axes.

Now the hyperbolas have asymptotes parallel to the coordinate axes.

All the accelerometers aside allow to measure accelerations in coordinated axes.

The two asymptotes of a truncus are parallel to the coordinate axes.

Three coordinate axes are given, each perpendicular to the other two at the origin, the point at which they cross.

The labels j and k index the local coordinate axes on the manifold.

A bipod has two legs and provides stability along the left-to-right coordinate axis of motion.

They measure acceleration along the two grid coordinate axes and the vertical (Z) axis.

(This does not mean that each particle always travel in 45 degrees to the coordinate axes.)

Taxicab circles are squares with sides oriented at a 45 angle to the coordinate axes.

I pointed out the arbitrary coordinate axes by which we locate ourselves in this fundamentally incomprehensible arena.

The surface has a total of three lines of double points, which lie (in the parametrization given earlier) on the coordinate axes.

Between each pair of lobes there is a locus of double points corresponding to a coordinate axis.

A hemisphere of a 5-dimensional rotation-figure possesses the odd tendency for foreshortening coordinate axes.

The words abscissa, ordinate and applicate are sometimes used to refer to coordinate axes rather than values.

Blocks of color along the coordinate axis show the locations of the alignments of the various data types.