Examples of 'xy plane' in a sentence

Meaning of "xy plane"

The XY plane, also known as the Cartesian plane or coordinate plane, is a two-dimensional plane with a horizontal x-axis and a vertical y-axis. It is commonly used in mathematics and geometry to represent points, lines, and shapes through their coordinates (x, y). The XY plane is essential for plotting graphs and solving equations

How to use "xy plane" in a sentence

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Advanced
xy plane
I am just drawing this part in the xy plane.
The xy plane of the supergalactic coordinates is the plane of the local supercluster.
Let us say we have a path in the xy plane.
Time and I am drawing here the xy plane and I am going to plot all the.
So where we are in the y coordinate and the xy plane.
Let us say I have a path in the xy plane that 's essentially the unit circle.
So let us say this is my region in the xy plane.
In the embodiments shown, the top deck 4 in the xy plane is quadrilateral, preferably, rectangular.
And the height is a function of where we are in the xy plane.
Fig . 2 schematically shows the xy plane of this color space, known as the chromaticity diagram.
Now our domain is the xy plane.
The xy plane display 2001 shows the whole structure all the time.
Let me just draw our xy plane.
Such scanning is in the xy plane of the axes 439.
And now let us imagine a region in the xy plane.

See also

This is the xy plane.
The coordinates x0 and y0 are the intersection of the calibration beam with the xy plane.
Line in the xy plane.
Numeral 24 designates a recording medium, which has a surface parallel to the xy plane.
That is the xy plane.
The antenna 60 includes a radiating arm that defines a grid dimension curve 62 in the xy plane.
The axes OA and OB located in a xy plane are equivalent.
The transverse magnetization then continues to precess in the xy plane.
So it 's some surface on the xy plane like that.
These projected points were then projected to the xy plane.
The attaching element 10 has a block shape in the xy plane of the decoupling layer.
This associates a value with every point on the xy plane.
This would be on the xy plane.
Initial attempts to find a clear peak in the translation function on the xy plane failed.
Well we are in the xy plane.
FIGS . 4 to 6 show embodiments of the decoupling layer 9 in cross section in the xy plane.
So let us just focus on the xy plane.
The z dimension appears infinitely small if you're stuck in the xy plane.
Shape with respect to the xy plane.
Suppose we are given a closed, oriented curve in the xy plane.
So it will be defined the xy plane.
This is some function of x and y, so some surface you can imagine on xy plane.
I am just going to draw our xy plane.
Well this region is really just a surface that 's sitting in the xy plane.
And then I am going to have a path in the xy plane.
We could say oh, well this was a volume between the surface and the xy plane.
So, for example, you give me a coordinate in the xy plane.
The table facet 421 is situated on a plane parallel to the xy plane.
In the embodiment shown in Fig . 9, the array extends in the xy plane.
P with respect to y exists -- but I have some function defined over the xy plane.
Figure 3 shows the projection of the 3D Gaussian grid in the xy plane.
I'm drawing right here. I'm just drawing this part in the xy plane.

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