المدة الزمنية 15:36

Correctly Interpreting Harmonic Results Using Ansys Mechanical — Lesson 2

بواسطة Ansys Learning
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تم نشره في 2020/10/20

A time-history-based analysis can be computationally expensive to study a structure under vibrating loads. Harmonic Analysis is an alternate way to simulate the structure’s response to the forced vibrations. Unlike transient dynamic analysis, harmonic analysis solves the structure’s dynamics in the frequency domain instead of the time domain. To understand an important behaviour like resonance, where excessive motion, stress, noise, and vibrations occur at a certain frequency, harmonic analysis can be very useful. In this video, we will explore how to interpret harmonic results in a meaningful way using Ansys Mechanical. // INTERESTED IN MORE? Visit Ansys Innovation Courses for free courses, including videos, handouts, simulation examples with starting files, homework problems and quizzes. Visit today → https://bit.ly/3Eo8esU // DOWNLOAD FREE ANSYS SOFTWARE Ansys offers free student product downloads for homework, capstone projects, student competitions, online learning and more! Download today → https://bit.ly/32eEcuR // QUESTIONS ABOUT THIS VIDEO OR USING ANSYS? Get help from Ansys experts and peers through the Ansys Learning Forum. Search for answers to common questions, browse discussion categories or ask your own question. Visit today → https://bit.ly/3qsytK2 // STAY IN THE LOOP Follow our Ansys Academic LinkedIn showcase page for updates on learning resources, events, job opportunities, cutting-edge simulation content and more! Follow today → https://bit.ly/3Bbaaow 1:30 - Applications of Harmonic Analysis 2:19 - Assumptions of Harmonic Analysis 3:48 - Equation of Motion 5:04 - Restrictions of Harmonic Analysis 6:14 - Start of Walkthrough Workshop Simulation Example 9:06 - Inserting & Interpreting Frequency Response Plots 10:28 - Inserting & Interpreting Phase Response Plots 10:48 - Determining Peak Response of the Structure 12:18 - Computing Important Derived Quantities

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