弯矩系数表,弯矩系数怎么求

弯矩系数表,弯矩系数怎么求

TableofBendingMomentCoefficientandDeflectionCoefficient.pdf,CompilationPrincipleofBendingMomentCoefficientandDeflectionCoefficientofMulti-spanArticulatedOutriggerBeam:注：它们-弯矩系数先求解悬臂端的弯矩，然后简化图中所示的简支梁，采用叠加法在mid-spanDocument中找到bend0的流行度：文件分类：论文--毕业论文文件标签：双向板弯矩系数表系统标签：弯矩双向系数四面简支N2M1M2MxMy0.25000.500.09650.01740.099980.036700.30250

(1)等跨连续梁的弯矩、剪力和挠度系数表(表2-11~表2-14)1)表2-11等跨软双跨梁的内力和挠度系数表注：1。 在布荷载作用下：M=表内系数×ql2；V=表内系数×ql； 2.Bendingmomentcoefficienttableofelasticfoundationbeamunderconcentratedload(Guo'stable)uniformlydistributedloadM=MqL2ξ-1.0-0.9-0.8-0.7-0.6-0.5-0.4-0.3-0.2-0.10.00.10.20.30.40.50.60.70.80.91.0t0.00.0000.0140.0340.0550.0750。 0930.1080.1200.1290.1

?△? mbendingmomentcoefficientfdeflectioncoefficientbendingmomentM=m×qL2deflectionw=f×qL4/EIλ0.000.010.020.030.040.050.060.070.080.090.100.110.120.130.140.150.160.170.180.190.200.210.220.230.240.250。 260.2mbisthebendingmomentcoefficientatsupportB0.13-0.08260.05330.00355mabisthemid-spanbendingmomentcoefficientofABsection0.14-0.07990.05250.00343fisthemid-spandeflectioncoefficientofABsection0.15-0.07720.05170.00331

点赞数:0/2收藏:0评论数:0文献热度:文献分类:文献待分类标签:弯矩系数和挠度系数表系统标签:挠度弯矩系数0.05-0.10720.05920.004560.06-0弯矩系数和挠度系数表,双跨梁弯力矩系数和偏转系数比短跨度与光束长度a1-a2a-11/a1/(1-a)3iθbmbmabf0.050.95- 0.920.001.05-0.04-0.10720.05920.004560.060.94-0.8816.671.06-0.05-0.1039

---注：mbisthebendingmomentcoefficientatsupportB---mabisthemid-spanbendingmomentcoefficientofABsection---fisthemid-spandeflectioncoefficientofABsection---BendingmomentM=mbormab×qL2---挠度w=f×qL4/EI-----1.弯矩系数和挠度系数oftwo-spanbeamsratioofshortspantobeamlengthambmabf0.05-0.10720.05920.004560.06-0.10390.05850.004430。 07-0.10060.05780.004300.08-0.09740.05710.004180.09-0.09430.05640.0040