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202 ALDER ST 2025-08-25
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202 ALDER ST 2025-08-25
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Last modified
8/25/2025 7:58:10 AM
Creation date
6/18/2025 10:59:23 AM
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Address Document
Street Name
ALDER ST
Street Number
202
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Member Stress Results <br /> Access the Member Section Stresses spreadsheet by seiechng the Results menu and men selecting Members <br /> Stresses. <br /> These are llie -i. ',t! - -]icirated a'nng each dl.:7.::member Tie number of sections tar which stresses are <br /> reported is centnzl;rrd by in!'Nurnhrr 01 Sections specif;ed on the Gt:-h,-;t cat_ The actual number of segments rS <br /> this Number 01 Sections minus 1 Inc incremental length of each segment is the same. For example,if yr:n Ntectly ti <br /> ceclinrir.,the member Is divided into 4 equal pieces.and the stresses are reported for each piece. <br /> There will be taro stress values listen for each section location along the nie-Phcr taking into account any r•,ci 1i)cr <br /> ':rt,,r-t•; the 1..t.,t for Ole stresses aft shuwl i at the top at each column. As tor the sign convention,the signs or these <br /> results correspond to the signs of the forces. These line up as positive or negative according to the member local axis <br /> directions. <br /> The axial stress is the ratio PIA.where P is the section axial force A positive stress is compressive, suu:e the sign el <br /> the stress fellows the t>.kr.or the.r,;- <br /> The shear stress is calculated as V!S A.whore S A is the elective:sitar;;20. For members not etetlned with a section <br /> sat a value of 1.2 is used for the shear area coefficient SA <br /> The bending stresses are calculated using the'amnia(equation M'c/I.where'll is Iha bending moment,'c'is the <br /> distance from the neutral axis to the extreme fiber and't'is the moment of inertia The stress for the auction's extreme <br /> wive ii:listed with respect to the aasitive arse negative directions of the leca! r-2 t r _,,i,.;A positive stress is <br /> compressive and a negative stress is tensile <br /> Some shapes are not symmetrical about both local axes. For example Tee and Channel shapes Thus the stress at the <br /> pn..itive and nreativr esteem may not be the same The locations far the calculated stresses are illustrated in this <br /> diagram. <br /> Y —Rr-nd Top i Bend Top <br /> L=1( J y <br /> z - <br /> z <br /> -ti. <br /> `'`- bend Bet Bend Bol <br /> Y ,--Bond Tap Bend Top <br /> Y 4 F= <br /> r , <br /> � <br /> I�--- <br /> Bend Bot Dcnd I3ot <br /> So, they top location is the extreme fiber o'the shape in the positive local y direction,yhut is the extreme liber in the <br /> negative local y direction,etc. The y-lop.hat stresses are calculated using Wiz. <br /> 1 sir enveloped results the maximum and minimum v.,lue at each location is"seed, The load combination producing the <br /> maximum or minimum is niso listed,in the-IC column. To include a particular Load Cnrn4rinn inn in the envelope <br /> analysis,Open the Load Combinations spreadsheet and check the box in the Inv'cohirrie <br /> Nate <br /> A special case is hemline stress c:cicuieturos fur single angles. The pending 41'd`WV.fci : a a.r:,'_.'. are reported <br /> for bending about the principal axes. <br /> • t o view.the results for a particular member,use the vino option 'o wow the maximum.ann minimums,use the:ELEI <br /> option. <br /> WELCOME RAMP CALCS-IBC 2018 Page 17 <br />
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