Structural Details of Hip And Valley Rafters

Cover Structural Details of Hip And Valley Rafters
Structural Details of Hip And Valley Rafters
Carlton Thomas Bishop
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37474 Additional calculation required for the above problem is as follows: At peak, to determine r' and r", etc.
T-V =8. 19382 cos A' = 9. 92900 M"=9. 04845 7 =9. 76592 tan A" =9. 69897 J =8. 26482 / = 3' o|" = 3' : Bent plate at peak: -1" 3| =9. 46489 we b = A = 8*19382 tan C = 9. 90525 1 = 8. 28857 //2 = 9 . 31876 tan C = . 09475 cos H = . 03070 | web = T 3 j? sin C = 8. 19382 = 9. 79698 iweb = T \ tanC = 8. 19382 = 9. 90525 = 8. 09907 tanC =9. 90525 cos A' = 9. 92900 111 =9. 97625 7 = 9. 765
...92 cos A" =9. 95154 7 it =9. 81438 r "=4'7tV" = 5'3"-71f". Bent plate at column: iweb = -ft =8. 19382 cos C = 9. 89173 J =8. 30209 Cut in purlin flange: tanC =9. 90525 cos A" =9. 95154 Cut in rafter flange: //2 = 9. 31876 tan C = 9. 90525 cos H = 0. 03070 Say 3}". 2 T 3 F = 9. 25471 Say 2".
Note. No distinction is made between logarithms and cologarithms, since this is apparent from the formulas.
f =9. 85679 (HAITI K ii. FLANGE CONNECTION 26 O. O. V. 'Tl '. I r, -. I v . 7 6' tan A' tan A" b"= 1.


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