How to Calculate Dihedral Angle of Platonic Solids?
Dihedral Angle of Platonic Solids calculator uses Dihedral Angle=2*arsin(cos(180/Number of edges meeting at a vertex)/sin(180/Number of edges in a face)) to calculate the Dihedral Angle, A dihedral angle of platonic solids is the angle between two intersecting planes. In chemistry, it is the angle between planes through two sets of three atoms, having two atoms in common. In solid geometry, it is defined as the union of a line and two half-planes that have this line as a common edge. In higher dimensions, a dihedral angle represents the angle between two hyperplanes. Dihedral Angle and is denoted by θ symbol.
How to calculate Dihedral Angle of Platonic Solids using this online calculator? To use this online calculator for Dihedral Angle of Platonic Solids, enter Number of edges meeting at a vertex (q) and Number of edges in a face (p) and hit the calculate button. Here is how the Dihedral Angle of Platonic Solids calculation can be explained with given input values -> 0.000352 = 2*arsin(cos(180/0.03)/sin(180/0.03)).