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NM_1016557613-Aquamarine
13-Aquamarine
February 21, 2024
Question

Creep calculation as per Eurocode 2

  • February 21, 2024
  • 4 replies
  • 2191 views

NM_10165576_0-1708513115212.png

How to plot this graph and read the Values in Mathcad.

4 replies

T
terryhendicott21-Topaz II
21-Topaz II
February 21, 2024

Hi,

It will be essential to know the equations of the graph.  Are they published in the code?

Software called PlotDigitizer can read the graph and turn it into a series of known points

which can then be plotted.

Cheers

Terry

 

N
NM_1016557613-AquamarineAuthor
13-Aquamarine
March 8, 2024

Hi,
I was unable to locate any equations for these curves in Eurocode, which has left me unsure how to proceed with drawing them. Nonetheless, I appreciate your response.

L
LucMeekes23-Emerald IV
23-Emerald IV
February 28, 2024

Here's an attempt to model the left part of the graph, on the basis of expressions in Appendix B of the Eurocode.

As you can see, I'm not an expert on the matter. But maybe it can be of help to you.

 

Success!
Luc

    N
    NM_1016557613-AquamarineAuthor
    13-Aquamarine
    March 8, 2024

    I am grateful for your response. This might help me.

    L
    LucMeekes23-Emerald IV
    23-Emerald IV
    February 28, 2024

    On a side note:

    It's interesting, if not utterly intriguing, to see the the vertical scales of the two graphs are completely different.

    The scale of the left graph is log, from 1 to 100 (or the other way 'round, if you like that better). The (unlabelled) scale of the right graph is linear and in 7 divisions.

    🤔 !

    Luc

    ttokoro
    ttokoro21-Topaz I
    21-Topaz I
    February 29, 2024

    image.pngimage.png

    t.t.
      L
      LucMeekes23-Emerald IV
      23-Emerald IV
      February 29, 2024

      Nice, and close to the (original) graph that the OP showed.

      The original graph contains 3 curves, one each for S, N and R (for different classes of cement). The blue line is a straight line through (0,100) and the point where the red line (for a chosen t0), crosses one of the three curves (corresponding to the cement class). For values of t0 >100, the blue line should be the tangent line at the point (0,100).

      Next you choose an h0 value and follow the red and purple lines (depends on the type of concrete, I guess) until the crossing with the blue line, then down to find the corresponding value of phi.

      But I think that NM_10165576 can explain this better.

       

      Luc

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