您好,欢迎访问三七文档
大偏压已知条件砼强度=25fc=11.9ft=b=400h=600lo=1、求初始偏心矩eih/30=20ea取20和h/30二者的较大值,取eo=M/N=625ei=eo+ea=6452、求偏心距增大系数ηho=560lo/h=105,需要考虑纵向弯曲的影响ζ1=0.5fcA/N=3.571.0,取ζ1=1.0ζ2=1.15-0.01l0/h=1.05lo/h15,取ζ2=1.062取η=3、判别大小偏心x=N/(α1fcb)=84.03ξbho=308故属于大偏心受压,且x=84.032as′=804、求纵筋面积As和As′e=ηei+h/2-as=945Ne-α1fcbx(ho-x/2)=170806722.7As=As′=1095大偏压例题已知条件砼强度=30fc=14.3ft=b=500h=600lo=1、求初始偏心矩eih/30=20ea取20和h/30二者的较大值,取eo=M/N=500.00ei=eo+ea=520.002、求偏心距增大系数ηho=560lo/h=9.335,需要考虑纵向弯曲的影响ζ1=0.5fcA/N=3.5751.0,取ζ1=1.0计算步骤η=1+[1/(1400ei/ho)](lo/h)(lo/h)ζ1ζ2=计算步骤ζ2=1.15-0.01l0/h=1.056666667lo/h15,取ζ2=1.067取η=3、判别大小偏心x=N/(α1fcb)=83.92ξbho=308故属于大偏心受压,且x=83.922as′=4、求纵筋面积As和As′e=ηei+h/2-as=814.84Ne-α1fcbx(ho-x/2)=178081491.8As=As′=1142小偏压已知条件砼强度=25fc=11.9ft=b=300h=500lo=1、求初始偏心矩eih/30=16.67eo=M/N=112.5ei=eo+ea=132.52、求偏心距增大系数ηho=460lo/h=4.85,取η=1.0ζ1=0.5fcA/N=0.55781251.0,取ζ1=0.61.102lo/h15,取ζ2=1.032取η=3、判别大小偏心x=N/(α1fcb)=448.18ξbho=253故属于小偏心受压342.5=696790==105=4、求实际ξ值计算步骤e=ηei+h/2-as=砼为C25,β1=0.8η=1+[1/(1400ei/ho)](lo/h)(lo/h)ζ1ζ2=ea取20和h/30二者的较大值,取ξ=N/(α1fcbho)=η=1+[1/(1400ei/ho)](lo/h)(lo/h)ζ1ζ2=ζ2=1.15-0.01l0/h=bcsbccbbhfahbhfNebhfN010120101))((43.001bhfNcb20143.0bhfNec))((01sbah01bhfc=0.7355、求纵筋面积As和As′=156215708查表得lo/b上=12j上=0.95lo/b下=14j下=0.92查表得j=1=2454300=小偏压例题已知条件砼强度=25fc=11.9ft=b=400h=500lo=1、求初始偏心矩eih/30=16.67eo=M/N=220ei=eo+ea=2402、求偏心距增大系数ηho=460lo/h=9≤5,取η=1.0ζ1=0.5fcA/N=0.7933333331.0,取ζ1=0.81.06lo/h15,取ζ2=1.088取η=3、判别大小偏心x=N/(α1fcb)=315.13ξbho=253柱每侧各选用5根20,As=As′=6、验算垂直与弯矩作用平面的承载力长细比lo/b=ζ2=1.15-0.01l0/h=η=1+[1/(1400ei/ho)](lo/h)(lo/h)ζ1ζ2=ξ=N/(α1fcbho)=计算步骤ea取20和h/30二者的较大值,取bcsbccbbhfahbhfNebhfN010120101))((43.0)()5.01(020ahfbhfNeAAycss)]([9.0''AsAfAfNsycuj故属于小偏心受压471.114=479208.48==118.44==0.6255、求纵筋面积As和As′=1813190011.25查表得lo/b上=10j上=0.98lo/b下=12j下=0.95查表得j=0.96=3242488.5=长细比lo/b=e=ηei+h/2-as=砼为C25,β1=0.84、求实际ξ值柱每侧各选用5根22,As=As′=6、验算垂直与弯矩作用平面的承载力bcsbccbbhfahbhfNebhfN010120101))((43.001bhfNcb20143.0bhfNec))((01sbah01bhfc)()5.01(020ahfbhfNeAAycss)]([9.0''AsAfAfNsycuj大偏压习题5.3已知条件1.27fy=300N=400砼强度=6as′=40M=250b=1、求初始偏心矩eiea=20h/30=eo=M/N=2、求偏心距增大系数η5,需要考虑纵向弯曲的影响ho=ζ1=0.5fcA/N=1.0ζ2=1.15-0.01l0/h=1.0623、判别大小偏心ξb=0.55x=N/(α1fcb)=故属于大偏心受压,且x=4、求纵筋面积As和As′e=Ne-α1fcbx(ho-x/2)=As=As′=1.43fy=300N=6005.6as′=40M=300小偏压习题5.4已知条件砼强度=ea=20b=1、求初始偏心矩ei5,需要考虑纵向弯曲的影响h/30=eo=M/N=计算步骤η=1+[1/(1400ei/ho)](lo/h)(lo/h)ζ1ζ2=计算步骤1.02、求偏心距增大系数η1.067ho=ζ1=0.5fcA/N=ξb=0.55803、判别大小偏心x=N/(α1fcb)=故属于小偏心受压1.27fy=300N=16002.4as′=40M=180ea=205、求纵筋面积As和As′5,取η=1.01.01.0000.974ξb=0.55查表得查表得j=2231728401642200e=ηei+h/2-as==3767656ζ2=1.15-0.01l0/h=η=1+[1/(1400ei/ho)](lo/h)(lo/h)ζ1ζ2=4、求实际ξ值6、验算垂直与弯矩作用平面的承载力长细比lo/b=柱每侧各选用4根20,As=As′=ξ=N/(α1fcbho)=0101201))((43.0bhfahbhfNecsbcbcsbccbbhfahbhfNebhfN010120101))((43.001bhfNcb))((01sbah)()5.01(020ahfbhfNeAAycss)]([9.0''AsAfAfNsycujξb=0.55得j=1.0102454N=1600满足要求1.27fy=360N=15004.5as′=40M=330ea=20≤5,取η=1.01.01.0880.685ξb=0.518ξ=N/(α1fcbho)=2735681202189600ξb=0.518得j=0.9613242N=1500满足要求=44993610101201))((43.0bhfahbhfNecsbc大偏压习题5.325fc=11.9ft=1.27fy=300400h=600lo=6as′=401、求初始偏心矩ei20ea取20和h/30二者的较大值,取ea=20500.00ei=eo+ea=520.002、求偏心距增大系数η560lo/h=10.005,需要考虑纵向弯曲的影响ζ1=0.5fcA/N=1.7851.0,取ζ1=1.0ζ2=1.15-0.01l0/h=1.05lo/h15,取ζ2=1.01.077取η=1.0773、判别大小偏心x=N/(α1fcb)=168.07ξbho=308ξb=0.55故属于大偏心受压,且x=168.072as′=804、求纵筋面积As和As′ηei+h/2-as=820.00Ne-α1fcbx(ho-x/2)=2.75E+081764小偏压习题5.430fc=14.3ft=1.43fy=300300h=500lo=5.5as′=401、求初始偏心矩ei16.67ea=2040ei=eo+ea=60计算步骤η=1+[1/(1400ei/ho)](lo/h)(lo/h)ζ1ζ2=计算步骤ea取20和h/30二者的较大值,取2、求偏心距增大系数η460lo/h=11.00ζ1=0.5fcA/N=0.536251.0,取ζ1=0.51.04lo/h15,取ζ2=1.01.36取η=1.363、判别大小偏心466.20ξbho=2531.013ξb=故属于小偏心受压291.32=914630=192301015.7=105=1973400=0.790ξb=0.555、求纵筋面积As和As′=1180125618.33lo/b上=18j上=0.81得j=0.800lo/b下=20j下=0.750.8=2086992=2087N=2000e=ηei+h/2-as=ζ2=1.15-0.01l0/h=η=1+[1/(1400ei/ho)](lo/h)(lo/h)ζ1ζ2=ξ=N/(α1fcbho)=4、求实际ξ值6、验算垂直与弯矩作用平面的承载力长细比lo/b=砼为C25,β1=0.8柱每侧各选用4根20,As=As′=bcsbccbbhfahbhfNebhfN010120101))((43.001bhfNcb20143.0bhfNec))((01sbah01bhfc0101201))((43.0bhfahbhfNecsbc)()5.01(020ahfbhfNeAAycss)]([9.0''AsAfAfNsycujN=800M=400N=2000M=800.55满足要求=38048380101201))((43.0bhfahbhfNecsbc
本文标题:偏心受压计算
链接地址:https://www.777doc.com/doc-1771926 .html