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Strength verification of packing supports (support rings) in packed towers

2019-05-13View Original

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I’ve been troubled by a problem lately and can’t turn to the experts on Haichuan for help (I’m looking for experts in mechanics of materials; I’m quite poor at this subject). The grids and support beams that provide padding should be calculated according to SH/T3098, while the welds need to be checked in accordance with GB50017. But it’s this support ring that poses a problem for me; I plan to calculate it as a cantilever beam, using the formula (Mmax=1/2ql2), where q represents the linear load. However, with the available information, I can only determine the surface load on the support ring. I need guidance on how to convert surface loads and linear loads for rings. . .
Reply #22019-05-13
I’m facing the same issue and am looking for a solution
Reply #32019-05-14
I seek guidance from experts. . . This question has been in my mind for a long time. . .
Reply #42019-05-14
The calculation of the gusset plates can be referenced using those for the skirt cover plate. It is also a beam model.
Reply #52019-05-14
It has never been calculated; the values recommended in the manual are used instead
Reply #62019-05-14
I looked for it. . . Why couldn’t I find it? If you have time, could you please send it to me in detail? Thank you
Reply #72019-06-12
Go to https://www.mechw.com/ and check there to see if you can find what you’re looking for.
Reply #82019-06-12
With the surface load, it’s easy to calculate the linear load. It depends on which direction’s linear load you need: for a ring, there is circumferential linear load and radial linear load. If you need the circumferential linear load, divide the surface load by the radial cross-sectional length of the ring; if you need the radial linear load, divide the surface load by the length of the circumferential load
Reply #92019-06-14
Isn’t this support ring held up by a beam? Is there still a rib plate under the support ring? Send me a schematic to take a look. Otherwise, it is impossible to understand your mechanical model.

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