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#54712 - 06/03/13 02:33 AM In Plane and out plane bending moments
Shabeer Offline
Member

Registered: 12/26/07
Posts: 266
Loc: india
Dear all,

How to calculate in plane and out plane bending moment. As per B31.3, sec 319.4.4 a&b Flexibility stresses, in that i try to calculate bending stress (sb) for elbow. As i found Ii and Io based on appendix D. Could some one please guide to calculate Mi and Mo.

Thanks

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#54714 - 06/03/13 03:23 AM Re: In Plane and out plane bending moments [Re: Shabeer]
MoverZ Offline
Member

Registered: 11/22/06
Posts: 1195
Loc: Hants, UK
Mi and Mo are component moments acting at a given point and are the result of a structural analysis of the piping system.

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#54730 - 06/03/13 10:49 PM Re: In Plane and out plane bending moments [Re: Shabeer]
Shabeer Offline
Member

Registered: 12/26/07
Posts: 266
Loc: india
hai Moverz,

Thanks, where i have to get the result of a structural analysis of the piping system. Is the standard value for Mo and Mi.

Thanks once again moverz...

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#54732 - 06/04/13 02:07 AM Re: In Plane and out plane bending moments [Re: Shabeer]
MoverZ Offline
Member

Registered: 11/22/06
Posts: 1195
Loc: Hants, UK
Caesar II and all similar programs execute a structural analysis of a given piping system.

Think of it as 'round beams' with temperature added. The theory applied is all common to most 3D structural analyses.

Due to the complex nature of a piping system it is not possible to come up with a meaningful set of equations to give you 'Mi' and 'Mo' values.

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#54936 - 06/13/13 05:09 AM Re: In Plane and out plane bending moments [Re: MoverZ]
Shabeer Offline
Member

Registered: 12/26/07
Posts: 266
Loc: india
Hai Moverz,

can use below formula to calculate Mi and Mo.

Please Confirm.

thanks..


Attachments
Pages from Basic Stress Equation.pdf (1284 downloads)


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#54940 - 06/13/13 07:28 AM Re: In Plane and out plane bending moments [Re: Shabeer]
mariog Offline
Member

Registered: 09/29/07
Posts: 798
Loc: Romania
No, instead you may find useful to open a book where bending moments diagrams are explained.
After that you would discover yourself the meaning of "elbow subject to in-plane bending moment" and "out-plane bending moment".

Hope now is clear what MoverZ said "Mi and Mo are component moments acting at a given point and are the result of a structural analysis of the piping system."


Best regards.

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