Alpha and beta rotational symmetries for various parts Beta

Alpha and beta rotational symmetries for various parts Beta symmetry angle Alpha symmetry angle: Total Beta symmetry angle Alpha symmetry angle Total Beta symmetry angle Alpha symmetry angle Total Beta symmetry angle Alpha symmetry angle Total

Solution

The answer for the above question is explained as below in details:

First of all we will understand the meaning of Alpha & Beta symetry angles.

1. Alpha Symmetry Angle: The angle which is calculated in symmetry with respect to the plane perpendicular to the longitudinal axis of the component.

2. Beta Symmetry Angle:   The angle which is calculated in symmetry with respect to the axis of rotation around the longitudinal axis of the component.

With above statements into consideration, the answers for the question are:

Part 1: Beta symmetry angle: 180⁰ ; Alpha Symmetry Angle: 180⁰   ;Total: 360⁰

Part 2: Beta symmetry angle: 0⁰   ; Alpha Symmetry Angle: 180⁰   ;Total: 180 ⁰

Part 3: Beta symmetry angle: 360⁰ ; Alpha Symmetry Angle: 0⁰ ;Total: 360⁰

Part 4: Beta symmetry angle: 0⁰ ; Alpha Symmetry Angle: 360⁰ ;Total: 360⁰