The designer has to make a determination of the buckling force and the
critical column buckling force separate from stress analysis (Caesar II at
least). This is probably overlooked by many designers of jacketed piping in
cases with straight piping spools with variation of material, temperatures,
and pressures.
Ben
-----Original Message-----
From: <a href="/group/PipingDesign/post?postID=DLEumloy6ne_Cnk2tZE6bSAO_pOOlrkPUjVG6lHyEmkcuiXLflmYRh4uuQmd42elgqYFfIs_ldeN_V7GbSWa0A">trajyagu@ltcis.ltindia.com</a> [mailto:<a href="/group/PipingDesign/post?postID=DLEumloy6ne_Cnk2tZE6bSAO_pOOlrkPUjVG6lHyEmkcuiXLflmYRh4uuQmd42elgqYFfIs_ldeN_V7GbSWa0A">trajyagu@ltcis.ltindia.com</a>]
Sent: Friday, April 19, 2002 7:41 AM
To: <a href="/group/PipingDesign/post?postID=Osnpmme-FCj8UJrsB3kI8P7hvpcIL_nRE90Gm_yDHFbI2leN-0XZ6a8dmTzcEmLWFDbwtVqzo5MZf3oEhA7pOX8z5ec">PipingDesign@yahoogroups.com</a>
Subject: Re: AW: [PipingDesign] Limit stop in Piping stress analysis
I think the discussion has become quite interesting. pankaj mentioned that
the system should be overstressed in expansion case, Agreed, there will be
high axial stresses in straight line with more than one limit stop. But if
you see the equation of expansion stress as per B 31.3, you will find that
it takes only bending and torsioal stresses in calculations and not the
axial stresses. If you model a straight line with anchors at both ends and
temperature around 500, code stress (expansion stress) will be zero, but
actually due to high axial stresses, it is going to fail. The problem is
neither code considers axial stresses nor it takes buckling effects into
account.
Can anyone throw more light on this ?
Mandal Pankaj <Pankaj.Mandal@siemens.com> on 04/19/2002 08:03:56 AM Received on Fri Apr 19 19:15:00 2002
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