Examples of 'normal vector' in a sentence
Meaning of "normal vector"
In mathematics and physics, a normal vector is a vector that is perpendicular (or orthogonal) to a given surface or object. It is used to describe the orientation or direction of the surface or object with respect to some reference frame
How to use "normal vector" in a sentence
Basic
Advanced
normal vector
Let us first get a normal vector out of it.
The normal vector of the tangent plane is.
So that would be our unit normal vector.
Unit normal vector oriented to the exterior.
A plane is specified by a point and a normal vector.
The normal vector may not be a null vector.
We have constructed a unit normal vector.
A normal vector is a vector which is parallel to the normal.
So this is the normal vector right over here.
A normal vector to the curve at the point is given by.
Where is the normal vector on surface.
The mean curvature is parallel to the normal vector.
A suitable normal vector is given by the cross product.
We can call it the normal vector.
The normal vector is then given by.
See also
So that is our unit normal vector.
And the normal vector is approximately the same.
And that direction is provided by this normal vector.
And our unit normal vector is just going to be equal to the k.
To both v and the normal vector.
A normal vector to a limbus plane.
Of compatible dimensions a normal vector is defined by.
The orientation of a hyper plane is determined by its normal vector.
Now with the normal vector.
Normal vector to a plane.
We will call this normal vector n.
So let me find a normal vector to them both by taking the cross product.
Sets the current normal vector.
The normal vector and the point do not necessarily have to intersect.
And let us say this is a normal vector to the plane.
Phong shading assumes a smoothly varying surface normal vector.
Tangent and normal vector.
Being perpendicular to the plane is the same as being parallel to its normal vector.
The components of the unit normal vector to the triangle.
The converted vector m forms the final synthesized normal vector.
This means that we have a normal vector to the surface.
And there are also two different orientations for this normal vector.
Thus a normal vector is.
Perpendicular to our normal vector.
You can add this normal vector to a point to obtain another point.
Describing a plane by a normal vector.
The rotation around this normal vector remains undetermined at this moment.
The axis for the rotation must be a normal vector.
After which the normal vector and albedo can be solved as described above.
Are exactly the normal vector.
The normal vector dotted with any position vector specifying a position on the plane.
N is called a normal vector.
Szz indicates order of lipid chain with respect to bilayer normal vector.
The orientation of the resulting normal vector points to the left of the original vector v.
And all of that over the magnitude of the normal vector.
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A normal child is incapable of killing another human being
It all seems so normal and easy now
