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钢筋混凝土楼盖(Reinforced concrete floor).doc

发布:2017-08-03约7.43千字共14页下载文档
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钢筋混凝土楼盖(Reinforced concrete floor) Doc document may at the WAP end of the browsing experience poor. Suggest you select TXT, or download the source file to the machine view. Reinforced concrete floor Class: Class: Name: Name: student id: The board design The 1.1 floor structure layout of the plate thickness h = (1/35~1/40) *2000=57.14~50mm consider industrial floor minimum plate thickness is 80mm, so the plate thickness is 80mm. The secondary beam interface height h= (1/18~1/12) *6000=333.3~500mm, b*h=200*400mm (1/14~1/8) h= beam section height *6000=428.5~750mm, design panel b*h=250~600mm 2, plate length is 6000/2000=3, using one-way plate rib floor calculation, reinforcement plate along the long edge direction of a certain number of reinforced. 0.02*20=0.4 kN/m 0.08*25=2 kN/m 0.015*17=0.255 kN/m Gk=2.655 kN/m g=1.2 *2.655=3.186 kN/m constant load live load value q=1.3*7=9.1 kN/m g+p=12.286kN/m design 1m wide strip unit, every metre wide plate g+p=12.286 kN/m (1) the load calculation of constant load standard value of 20mm thick cement mortar layer of 80mm thick reinforced concrete plate 12mm thick bottom plastering (2) the internal force calculation of side span L1=Ln+h/2= (2.0-0.2/2-0.24/2+0.08/2) =1.82m L2=L3=Ln=2.0-0.2=1.8m middle span span difference (1.82-1.8) /2*100%=1% 10% so, taking the internal force coefficient calculation of span continuous beam. Figure: A B C C B A The calculation sketch plate 1.2 1.1.1 continuous plate bending moment The bending moment coefficient a (= M alpha (g+ q) L2) / (kN - M) Side span Support B In the middle of the cross Intermediate support 1/11 - 1/14 1/16 - 1/14 (1/11) *12.22*2.02*2.02=4.53 (-1/11) *12.22*2.02*2.02=-4.53 (1/16) *12.22* 2.0*2.0=3.06 (-1/14) *12.22* 2.0*2.0=-3.49 (3) normal section bearing capacity calculation of b=1000mm, h=80mm, ho=80-20=60mm, 0.35ho=0.35*60=21mm Reinforcement calculation of 1.1.2 plate The 2 section of the 1 3.7*10^6 B -3700000 I-I - strip plate with I-I plate with -2910000 C The moment M/
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