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Chapter 7: Cyclic Symmetry Analysis

A component or assembly is cyclically symmetric if it has a correspondence in form or arrangement of parts (that is, repetitive patterns) centered around an axis.

A fan wheel is a typical example of a cyclically symmetric structure, as is a spur gear. Another example is this model of a hydro rotor:

Figure 7.1: Hydro Rotor -- Model of a Cyclically Symmetric Structure

The following cyclic symmetry analysis topics are available:

7.1.Understanding Cyclic Symmetry Analysis

7.2.Cyclic Modeling

7.3.Solving a Cyclic Symmetry Analysis

7.4.Postprocessing a Cyclic Symmetry Analysis

7.5.Example Modal Cyclic Symmetry Analysis

7.6.Example Buckling Cyclic Symmetry Analysis

7.7.Example Harmonic Cyclic Symmetry Analysis

7.8.Example Magnetic Cyclic Symmetry Analysis

7.1. Understanding Cyclic Symmetry Analysis

If a structure exhibits cyclic symmetry, you can perform an automated static, modal, harmonic, or buckling analysis on the structure.

The following topics help you to understand cyclic symmetry analysis:

7.1.1.How the Program Automates a Cyclic Symmetry Analysis

7.1.2.Commands Used in a Cyclic Symmetry Analysis

7.1.1. How the Program Automates a Cyclic Symmetry Analysis

A cyclic symmetry analysis conserves time and CPU resources and allows you to view analysis results on the entire structure. The program automates cyclic symmetry analysis by:

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