Discovering OpenSees -- Transient Integrators: Difference between revisions
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(Created page with 'This seminar will occur on December 14 & 15 Register for the seminar: April 5 at 4:00 pm Pacific Time registration link April 6 at 10:00 am Pacific Time registration link') |
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This seminar will occur on | {{DiscoveringOpenSeesMenu}} | ||
'''This seminar will occur on April 5 & 6''' | |||
Register for the seminar: | Register for the seminar: | ||
April 5 at 4:00 pm Pacific Time registration link | |||
April 6 at 10:00 am Pacific Time registration link | *April 5 at 4:00 pm Pacific Time registration link[https://neesevents.webex.com/neesevents/onstage/g.php?t=a&d=662985015] | ||
*April 6 at 10:00 am Pacific Time registration link[https://neesevents.webex.com/neesevents/onstage/g.php?t=a&d=668250740] | |||
In this seminar we will provide a brief introduction on the transient integration schemes available in OpenSees. We will talk about the theory | |||
behind them, their use and limitations. We will show examples demonstrating the differences between results that can be obtained, and | |||
examples showing when integration schemes other than the typically used Newmark method are more appropriate. | |||
This seminar covers: | |||
*Introduction to OpenSees integration schemes | |||
*Theory, use and limitations of OpenSees integration schemes | |||
*Examples | |||
*Summary and conclusions | |||
[http://opensees.berkeley.edu/webinars/transient/material.zip Seminar Material] | |||
'''Video of the seminar can be found here:''' | |||
[http://www.youtube.com/watch?v=_mVY1IwGuHQ Transient Integrators] | |||
Latest revision as of 21:16, 3 May 2012
This seminar will occur on April 5 & 6
Register for the seminar:
- April 5 at 4:00 pm Pacific Time registration link[1]
- April 6 at 10:00 am Pacific Time registration link[2]
In this seminar we will provide a brief introduction on the transient integration schemes available in OpenSees. We will talk about the theory
behind them, their use and limitations. We will show examples demonstrating the differences between results that can be obtained, and
examples showing when integration schemes other than the typically used Newmark method are more appropriate.
This seminar covers:
- Introduction to OpenSees integration schemes
- Theory, use and limitations of OpenSees integration schemes
- Examples
- Summary and conclusions
Video of the seminar can be found here: