| A. |
1。等强度联接设计法验算梁与梁的联接接点 |
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| B. |
计算书 |
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| 1 |
工型钢构件截面信息及拼接连接处的构件内力信息 |
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M [拼接连接处的弯矩值] |
24590 |
kN-cm |
V [拼接连接处的剪力值] |
210.6 |
kN |
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Bb [翼缘宽] |
220 |
mm |
tFb [翼缘厚] |
19 |
mm |
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dFb [翼缘螺孔径] |
23.5 |
mm |
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r [内圆弧半径] |
24 |
mm |
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Hb [工型梁高] |
600 |
mm |
hWb [腹板高] |
562 |
mm |
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tWb [腹板厚] |
12 |
mm |
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dWb [腹板螺孔径] |
23.5 |
mm |
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| 2 |
工型钢构件材质信息 |
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f [钢材抗拉、抗压、抗弯强度设计值] |
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20.5 |
kN/cm2 |
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fv [钢材抗剪强度设计值] |
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12 |
kN/cm2 |
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NbHFV [翼缘摩擦型高强螺栓抗剪承载力设计值] |
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77 |
KN |
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NbHWV[腹板摩擦型高强螺栓抗剪承载力设计值] |
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77 |
KN |
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| 3 |
梁单侧翼缘和腹杆的净截面面积估算和相应的连接螺栓数目估算 |
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AanF [翼缘净截面面积估算] = |
3553 |
mm2 |
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AanW [腹板净截面面积估算] = |
5732 |
mm2 |
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naFb [翼缘连接螺栓数目估算]= |
10 |
个 |
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naWb [腹板连接螺栓数目估算]= |
9 |
个 |
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nFbs [翼缘连接螺栓数]= |
12 |
个 |
nWbs [腹板连接螺栓数]= |
10 |
个 |
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noFbh [翼缘螺孔行数] = |
2 |
行 |
lFbh [翼缘螺孔列距] = |
80 |
mm |
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noWbh [腹板螺孔行数] = |
5 |
行 |
lWbh [腹板螺孔行距] = |
80 |
mm |
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noWbl [腹板螺孔列数] = |
2 |
列 |
lWbl [腹板螺孔列距] = |
80 |
mm |
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| 4 |
工型钢构件截面特征 |
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Ib0X [梁毛截面惯性矩]= |
920832032 |
mm4 |
即 |
92084 |
cm4 |
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Wb0X[梁毛截面抵抗矩]= |
3069440 |
mm3 |
即 |
3070 |
cm3 |
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Ab 0 [梁毛截面面积] = |
15598 |
mm2 |
即 |
156 |
cm2 |
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IbXR [梁上螺栓孔截面惯性矩] = IbXRF+IbXRW |
= |
16890 |
cm4 |
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IbXRF [梁翼缘螺栓孔截面惯性矩]= |
150774715 |
mm4 |
即 |
15078 |
cm4 |
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IbXRW [梁腹板螺栓孔截面惯性矩]= |
18112889 |
mm4 |
即 |
1812 |
cm4 |
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IbnX [梁净截面惯性矩]=Ib0X-IbXR = |
75194 |
cm4 |
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WbnX[梁净截面抵抗矩]=IbnX/(Hb/2) = |
2507 |
cm3 |
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Ab n [梁净截面面积] =2*AbnF+AbnW = |
119.08 |
cm2 |
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AbnF [翼缘净截面面积] = |
32.87 |
cm2 |
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AbnW [腹板净截面面积] = |
53.34 |
cm2 |
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| 5 |
梁的拼接连接按等强度设计法及简化设计法的设计内力值 |
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[弯矩] |
Mbn = WbnX*f = |
51393.5 |
kN.cm |
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[剪力] |
Vbn = AbnW*fv = |
640.08 |
kN |
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| 6 |
校核 3. 中估算的连接螺栓数目 |
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nFb [翼缘连接螺栓数目校核]= WbnX*f/((Hb-tFb)*NbHFV) = |
12 |
个 |
nFbs |
12 |
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nWb [腹板连接螺栓数目校核]= AbnW*fv/NbHWV = |
9 |
个 |
nWbs |
10 |
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| 7 |
梁翼缘和腹板的拼接连接板的截面尺寸估算与核算 |
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XF [梁翼缘拼接连接板的设置类型(单剪接连或双剪接连)] = |
1 |
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XW [梁腹板拼接连接板的设置类型(单剪接连或双剪接连)] = |
1 |
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[翼缘和腹板的拼接板的截面参数] |
[估算值] |
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[翼缘] |
b1 [翼缘外侧拼接板的宽度] = |
220 |
<= ba1 = |
220 |
mm |
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t1 [翼缘外侧拼接板的厚度] = |
22 |
>= ta1 = |
22 |
mm |
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b2 [翼缘内侧拼接板的宽度] = |
0 |
<= ba2 = |
0 |
mm |
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t2 [翼缘内侧拼接板的厚度] = |
0 |
>= ta2 = |
0 |
mm |
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l12 [翼缘内外侧拼接板的长度] = |
965 |
>=la12 = |
965 |
mm |
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[腹板] |
b3 [腹板单侧拼接板的宽度] = |
325 |
>= ba3 = |
325 |
mm |
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t3 [腹板单侧拼接板的厚度] = |
20 |
>= ta3 = |
18 |
mm |
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l3 [腹板单侧拼接板的高度] = |
400 |
>= la3 = |
400 |
mm |
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[拼接板面积校核] |
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APnLF [梁单侧翼缘连接板净截面面积]= |
38.06 |
> |
AbnF = |
32.87 |
cm2 |
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APnLW[梁腹板连接板净截面面积] = |
56.5 |
> |
AbnW= |
53.34 |
cm2 |
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[拼接板刚性校核] |
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IPnLX [连接板净截面惯性矩] = IP0LX-IPXLR = |
81302 |
cm4 |
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IP0LX [连接板毛截面惯性矩] = |
104331 |
cm4 |
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IPXLR [连接板上螺栓孔截面惯性矩]= |
23029 |
cm4 |
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[连接板净截面抵抗矩]=IPnLX/{(Hb/2)+t1} |
2524 |
> |
WbnX = |
2506 |
cm3 |
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| 8 |
梁的强度核算 |
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[弯矩] |
s = Mx/Wbnx = |
20.5 |
kN/cm2 |
< = |
f |
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[剪力] |
t = V/Abnw = |
12 |
kN/cm2 |
< = |
fv |
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| 9 |
按抗震设计要求对拼接连接节点的最大承载力的校核 |
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f u [工型钢钢材抗拉强度值] |
37.5 |
kN/cm2 |
f y [工型钢钢材屈服强度值] |
22.5 |
kN/cm2 |
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f bHu [高强螺栓经热处理后的抗拉强度] |
104 |
kN/cm2 |
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AbHFe [翼缘螺栓在螺纹处的有效面积] |
3.03 |
cm2 |
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AbHWe[腹板螺栓在螺纹处的有效面积] |
3.03 |
cm2 |
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e [拉力方向的端距] |
4 |
cm |
l b [梁的跨度] |
900 |
cm |
| a. |
Wbpx [工型钢梁塑性抵抗矩] = |
3376 |
cm3 |
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Mbpx [工型钢梁全塑性弯矩] = Wbpx*fy = |
75960 |
kN.cm |
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Vpm [工型钢梁全塑性剪力] = (Mbpx+Mbpx)/lb= |
168 |
kN |
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| b. |
拼接连接节点的最大承载力的校核 |
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[弯矩] |
Mu1[梁翼缘连接板净截面抗拉最大承载力的相应最大弯矩] |
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Mu1 |
Mu1=APnLF1*fu*(Hb+t1)+APnLF2*fu*(Hb-2tFb-t2)= |
88774 |
kN.cm |
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Mu2[梁翼缘连接高强螺栓抗剪最大承载力的相应最大弯矩] |
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Mu2 |
Mu2= 0.75nf*n*AbHFe*fbuH*(Hb-tFb) = |
164776 |
kN.cm |
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Mu3[梁翼缘板边端截面抗拉最大承载力的相应最大弯矩] |
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Mu3 |
Mu3= n*e*tFb*fu*(Hb-tFb) = |
198702 |
kN.cm |
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Mu4[翼缘连接板边端截面抗拉最大承载力的相应最大弯矩] |
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Mu4 |
Mu4= n*e*fu*{t1(Hb+t1)+t2(Hb-2tFb-t2)} = |
246312 |
kN.cm |
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Mu=min(Mu1,Mu2,Mu3,Mu4)= |
88774 |
kN.cm |
> |
1.2MbPx= |
83556 |
kN.cm |
TRUE |
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[剪力] |
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Vu1 [梁腹板净截面抗剪最大承载力] = Abnw*fu/31/2 = |
1049.86 |
kN |
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Vu2 [梁腹板连接板净截面抗剪最大承载力] = APnLw*fu/31/2 = |
1112.06 |
kN |
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Vu3 [梁腹板连接高强螺栓抗剪最大承载力] = 0.75nf*n*AbHWe*fbuH = |
2148.55 |
kN |
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Vu = min(Vu1,Vu2,Vu3) = |
1049.86 |
kN |
> |
1.4Vpm= |
235.2 |
kN |
TRUE |
| c. |
螺栓孔对梁截面的削弱率校核 |
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mR[螺栓孔对梁截面的削弱率]= AR/A0 = |
20.49% |
< |
25% |
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TRUE |
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A0 [梁毛截面面积] = |
155.98 |
cm2 |
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AR [螺栓孔的削弱面积] = |
31.96 |
cm2 |
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