SteelPE
Structural
- Mar 9, 2006
- 2,759
I am investigating an old open-web steel joist roof to support a new RTU. Based upon measurements taken onsite I am fairly certain that the existing joist is a 22H6. The joist in questions spans 34’. From my 75 year manual I have determined the following:
Resisting Moment = 422,000 in-lbs
Maximum End Reaction = 5,400 lbs
Allowable safe load in pounds per linear foot = 243plf
So now I need to draw a shear and moment diagram for the joist and determine where reinforcement is needed (where the new loads create an over stress in the joist). I know a H series joist has a minimum shear capacity of 50% of the end reaction, however, since this joist is controlled by moment, I am not sure how to determine the shear capacity of the joist and any given location (how the shear diagram will look). As far as I can tell I have 2 options:
1) Maximum End reaction – distance * allowable safe load > 50% of the maximum end reaction otherwise 50% of maximum end reaction
2) 1/2*Allowable safe load * joist length-distance*allowable safe load > 50% of the maximum end reaction otherwise 50% of maximum end reaction
I believe #1 is correct; however I am having an issue coming to terms with this method. Does anyone have any opinion on the matter?
Resisting Moment = 422,000 in-lbs
Maximum End Reaction = 5,400 lbs
Allowable safe load in pounds per linear foot = 243plf
So now I need to draw a shear and moment diagram for the joist and determine where reinforcement is needed (where the new loads create an over stress in the joist). I know a H series joist has a minimum shear capacity of 50% of the end reaction, however, since this joist is controlled by moment, I am not sure how to determine the shear capacity of the joist and any given location (how the shear diagram will look). As far as I can tell I have 2 options:
1) Maximum End reaction – distance * allowable safe load > 50% of the maximum end reaction otherwise 50% of maximum end reaction
2) 1/2*Allowable safe load * joist length-distance*allowable safe load > 50% of the maximum end reaction otherwise 50% of maximum end reaction
I believe #1 is correct; however I am having an issue coming to terms with this method. Does anyone have any opinion on the matter?