L30 Mohr-Coulomb, Dracker-Prager, and Modified Lade yield criteria

Ғылым және технология

Lecture 30 of PGE 383 (Fall 2020) Advanced Geomechanics at The University of Texas at Austin delivered on 2020/10/28 by DN Espinoza ( / dnegeomechanics .
Topics: stress-sensitive yield criteria, frictional strength, Mohr-Coulomb failure criterion, extension to Drucker-Prager and modified Tresca, axisymmetric triaxial tests, modified Lade criterion.
More about the triaxial tests: Section 4.3.4 in dnicolasespinoza.github.io/

Пікірлер: 19

  • @jhonathanhenaoossa2828
    @jhonathanhenaoossa28288 ай бұрын

    Clear lecture professor Espinoza.... useful for my class on mechanical behavior!

  • @loknathdas3111
    @loknathdas31112 жыл бұрын

    Best lecture on youtube. so much clarity in the explanation, thank you vary much

  • @clem5474
    @clem547410 ай бұрын

    Master class.. 👏👏

  • @MacCionnaith
    @MacCionnaith2 жыл бұрын

    Thank you so much!

  • @JosueA_455
    @JosueA_45511 ай бұрын

    Context - Minute 15.20. How would you explain that from s1 in the M-C plot the characteristic angle can be found in the counterclockwise direction whereas it is clockwise in the 2D representation?

  • @dnicolasespinoza5258

    @dnicolasespinoza5258

    11 ай бұрын

    I don't think it in terms of clockwise or counterclockwise, I think it always as going from the point/plane of sigma_1 to point/plane of sigma_3 (or any other principal stresses). It never fails.

  • @loknathdas3111
    @loknathdas31112 жыл бұрын

    sir, can you please, upload videos comparing mohr coulomb and Cam Clay model

  • @marembomicheal176
    @marembomicheal1763 жыл бұрын

    Hello prof. Thank you so much for the educative series. Is there a way I can implement this failure criteria in comsol or any geomechanics of a rock. Any link guiding me on how to implement in comsol would be helpful. Thank you

  • @dnicolasespinoza5258

    @dnicolasespinoza5258

    3 жыл бұрын

    Yes, you can: www.comsol.com/blogs/how-to-implement-elastoplasticity-in-a-model-using-external-materials/ . However, this might an "additional" package the requires a license upgrade.

  • @kouroshgashtil2989
    @kouroshgashtil29892 жыл бұрын

    Thanks for the video , Do you have any video about lode angle and STRESS Triaxiality on your channel? If not , Would you please do me a favor and explain a bit about them? thank you.

  • @dnicolasespinoza5258

    @dnicolasespinoza5258

    2 жыл бұрын

    Hi, I talk about stress invariants here: kzread.info/dash/bejne/fHmEqc5rktO3nbw.html . I don't mention the Lode angle but have added it to my list of future videos. Thanks for the suggestion!

  • @0713059059
    @07130590593 жыл бұрын

    Hi Professor. How the behaviour of rock vary from the behaviour of soils? Are there any differences using these constitutive models for soil?

  • @dnicolasespinoza5258

    @dnicolasespinoza5258

    3 жыл бұрын

    The main difference is cementation which provides rock with cohesive strength. In general, all materials have a tension limit, compression yield cap, and some frictional strength. Tresca and von Mises (for metals), are a particular case of Drucker-Prager/Lade (rocks), which in turn are a particular case of more advanced models like Cam-Clay or Kayenta (for soil and rock/soil at high stresses). Which model you choose depends on the range of your stresses and what kind of inelasticity you want to capture.

  • @0713059059

    @0713059059

    3 жыл бұрын

    @@dnicolasespinoza5258 Your explanation makes sense. Love your channel. Keep posting!

  • @suryaprasanthmuddana7038
    @suryaprasanthmuddana70382 жыл бұрын

    sir one doubt...how can we draw simply a circle on hydrostatic axis in drucker prager ? you said it should be symmetric with hydrostatic axis then why only circle ? please clarify sir.

  • @dnicolasespinoza5258

    @dnicolasespinoza5258

    2 жыл бұрын

    It is not a single circle, it is a conical surface in the principal-stress-space where the cone axis coincides with the hydrostatic axis. The circle is just a cross-section of the cone with a plane perpendicular to the hydrostatic axis. I hope this helps.

  • @karlmartinsmusic
    @karlmartinsmusic3 жыл бұрын

    Good morning, professor. Your lectures are amazing. Do your lectures follow any book? Could you recommend one? Best regards.

  • @dnicolasespinoza5258

    @dnicolasespinoza5258

    3 жыл бұрын

    Hi, I have a video describing the main books I follow: kzread.info/dash/bejne/pZmq162hn5O3p7Q.html . There are some advanced topics that have been covered in very recent papers. Click "SHOW MORE" in the corresponding video and you will find the citations for the papers I refer to in that lecture, if any. Thanks for watching!

  • @user-im9rv3gn1v
    @user-im9rv3gn1v Жыл бұрын

    🎉

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