Vertical Shear Contour Plot in RAM Concept

Hi,

I am trying to plot a contour plot for vertical shear in one of my pre-defined Rule Sets, but it seems like RAM Concept only allows me to plot contours for Vx and Vy or Vmax/Vmin, which combines results from x and y direction. I know I can plot vertical shear along my cross-sections, but a contour plot would be much more helpful and better visually for my needs. 

Could anyone help provide guidance on how to do this?

Thank you!

Sam

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  • Let's try an example. The top is a slab spanning between two walls, essentially a pure one-way behavior. The bottom is a slab on four columns, but with a wide aspect ratio, mostly two-way behavior. 

    Here's a plot of the Shear in the X axis context along with a couple of slices:

    Notice for the top slab that there is a nearly linear change from left to right with 0 shear at mid-span like you would see for a beam in classical theory. Furthermore, any horizontal slice would show basically the same results. The bottom slab at the columns has a similar lok, but the shear spikes near the point support. This is one of the key reasons why designers always integrate results across some width when designing concrete structures. To design for the point stresses would be overkill. 

    Here's a plot of the Shear in the Y context:

    Notice that there is very small, almost 0, shears for the one-way slab panning left right. The two-way slab still shows shear near the columns.

    Finally, here the Max axis context which is a combination of the X and Y results.



    Answer Verified By: Lim Sam Adiputra 

  • Hi Seth,

    Thank you for the example. It helps clarify what Vx and Vy is.

    One follow up question with the Max context:
    Why does it do a square root of the sum of Vx and Vy to come up with the magnitude?
    (e.g. 9.09 = sqrt(8.83^2+2.07^2) on the lower left column).

    Section 30.2.2 talks about doing this for different loading patterns, but there is no patterned loading in this case.

    Thanks,
    Sam
  • It's just a vector product (SRSS) since the X and Y shears are 90 degrees to each other (that's also mentioned in Section 50.1.3 "Out of plane behavior"). My example was a standard result, no patterns involved.