Category:Examples of Axial Vectors
This category contains examples of Axial Vector.
Definition 1
An axial vector is a vector quantity $\mathbf V$ used to specify action which takes place around an axis of rotation.
In this case, the $\mathbf V$ is considered as acting parallel to the axis about which $\mathbf V$ acts.
As for a polar vector, the length of $\mathbf V$ indicates the magnitude of $\mathbf V$.
Definition 2
An axial vector is a vector quantity $\mathbf V$ which is not transformed to its negative when you reverse the axes of the coordinate system in which $\mathbf V$ is embedded.
The direction of $\mathbf V$ is determined by convention to be according to the right-hand rule.
Right-Hand Rule
Let $\mathbf V$ be an axial vector acting with respect to an axis of rotation $R$.
Consider a right hand with its fingers curled round $R$ so that the fingers are pointed in the direction of rotation of $\mathbf V$ around $R$.
The right-hand rule is the convention that the direction of $\mathbf V$ is the direction in which the thumb is pointing:
Pages in category "Examples of Axial Vectors"
The following 4 pages are in this category, out of 4 total.