ANSYS Mechanical Linear and Nonlinear Dynamics
| Date | October 07, 2013 - October 08, 2013 (2 days) |
| Location | ANSYS, Inc.
3240 El Camino Real, Suite #290
Irvine, CA 92602
United States
PHONE: 1-714-417-9311
FAX: 1-714-417-9364
www.ansys.com
info@ansys.com |
| Fee | $1,200 US Dollars |
| Registration | CLICK HERE |
Please register your intent to attend as early as possible. Payment is not required until the class and/or your registration has been confirmed. Do not make your travel arrangements until you receive your confirmation.
More Information:
Length: 2 Days
Prerequisites
- A technical education and background is recommended but an engineering degree is not required.
- Completion of the ANSYS Mechanical Introduction Course.
Overview
ANSYS Mechanical Dynamics is a 2-day training course for engineers wishing to use ANSYS Mechanical to analyze the dynamic response of structures. The course focuses on performing modal, harmonic, flexible dynamic, and random vibration (PSD) analyses.
After completing the course, analysts should be able to analyze, in ANSYS Mechanical, the natural frequencies, mode shapes and mode participation factors of a linear elastic structure, the steady state response of a structure to sinusoidal loads of known frequency, the dynamic response of structures under the action of time-varying loads, and the random vibration of a structure using a power spectral density function (PSD).
Course Description
The training course provides students with the ability to operate ANSYS Mechanical to do dynamic analyses and how to interpret the results.
Course Topics Include:
- Introduction to Dynamics
- Modal Analysis
- Harmonic Analysis
|
|
- Flexible Dynamic Analysis
- Random Vibration (PSD) Analysis
|
Each course chapter is followed by "hands-on" workshops and exercises.
Recommended Follow-on Courses (which is dependent upon the student's interests and applications)
- Heat Transfer
- Structural Nonlinearities
- Rigid Body Flexible Body Dynamics
- Using Command Objects
Additional Course Dates and Locations