Table of Contents
The Formula for Calculating Dihedral Angle
The dihedral angle is formed between two planes that intersect in a V-shape. The dihedral angle is measured in degrees, and can be calculated using the following formula:
dihedral angle = arccos ( (x 1 -x 2 )/(y 1 -y 2 ))
Procedure to Calculate the Dihedral Angle Using this Formula
The dihedral angle is the angle between two planes. The planes can be defined by any two points on them. To calculate the dihedral angle, use the following formula:
The dihedral angle is measured in degrees.
Examples to Find Dihedral Angle
The dihedral angle between two planes can be found by using the dot product.
The dot product is a measure of the alignment of two vectors. It is calculated by multiplying the length of the first vector by the cosine of the angle between them, and then adding the length of the second vector.
The dihedral angle is the angle between the two vectors.
For example, if you have a vector pointing north and a vector pointing east, the angle between them is 90 degrees. The dot product would be calculated as follows:
N*cos(90) + E = N*0 + E*1 = N
So the dihedral angle between these two vectors is 90 degrees.
Scope of Dihedral Angle
The dihedral angle is the angle between two planes that intersect at a common point.
