Beam Formula Smile
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Posted by: Ken Barnett ®

09/07/2005, 07:49:44

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Does anyone have the formula for a beam fixed at both ends with 2 equal and symmetrical point loads. I can find for single load or distributed load but not 2 point loads.
A bit rusty on trying to derive from 1st principles - any help appreciated


Thanks
Ken Barnett







Modified by Ken Barnett at Wed, Sep 07, 2005, 08:00:55


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Re: Beam Formula
Re: Beam Formula -- Ken Barnett Post Reply Top of thread Forum
Posted by: ant00 ®

05/23/2006, 05:59:57

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Hello Ken,

I am looking for the exact same formula as you were.

Could you tell if you have finally found the answer?

Thanks for your help.








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Re: Re: Beam Formula
Re: Re: Beam Formula -- ant00 Post Reply Top of thread Forum
Posted by: Ken Barnett ®

05/25/2006, 08:46:56

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ant00
Use superposition i.e. calculate with one load only then other and add results. I recall this principle from UNI so should be good.
I also sent you reply by email
Hope this helps
KEN







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Re: Beam Formula Question
Re: Beam Formula -- Ken Barnett Post Reply Top of thread Forum
Posted by: ant00 ®

05/23/2006, 05:58:25

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Hello Ken,

I am currently looking for the exact same formula as you were.

Could you tell if you finally found the answer?

Thanks








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Re: Beam Formula Idea
Re: Beam Formula -- Ken Barnett Post Reply Top of thread Forum
Posted by: darchi ®

09/07/2005, 11:06:27

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Hi ken,

I gone through path given by kelly, its related to beam supported at two ends, its fine.
well, here its the formulas which you are looking for

" Suppose, if I have a beam of span length 'l' and is fixed at both ends A and B and it carries two concentrated loads of W at C and D, each at a distance of l/3 from both the ends"
Moment at A = -2Wl/9
Moment at B = -2Wl/9
Moment at C = Wl/3
Moment at D = Wl/3

Regards
Darchi








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Re: Beam Formula
Re: Re: Beam Formula -- darchi Post Reply Top of thread Forum
Posted by: Ken Barnett ®

09/07/2005, 17:24:35

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Darchi & Kelly thanks for reply.
Darchi - Would you have a general formula which gives loads at other than l/3 distance from ends i.e. at some distance "x" (both loads still symmetrical)
Thanks again
Ken Barnett







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Re: Beam Formula
Re: Beam Formula -- Ken Barnett Post Reply Top of thread Forum
Posted by: Kelly_Bramble ®

09/07/2005, 09:59:23

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I found two point loads, and both ends supported at /beam_bending/beam_bending4.htm .

and,

/beam_bending/beam_bending7.htm

For ends fixed (rigid(, I could not find that case in Roarks.








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