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On Moment Distribution Method, Kani Method and slope-Deflection Method,2(Method for Solving Statically Indeterminate Rigid Frames by Hand Operation)

机译:关于矩量分布法,Kani法和坡度挠度法,2(通过手工操作解决超静定刚架的方法)

摘要

In previous study,it was clarified the followings :the ordinary Cross method and Kani method can de explained by slope-deflection method,each process in Cross and Kani methods corresponds to that of slope-deflection method,and any numerical figures which appear in intermediate stages of Cross and Kani method are equal or equivalent to those of slope-deflection method.In this study,based on above,the slope-deflection methodes which are solyed dy Iteration are classfieb in following three categories; Type1 :A slope-deflection method which is solved by Iteration corresponds to Kani method.Type Ⅱ : A slope-deflection method which is solved by Iteration corresponds to ordinary Cross method. Type 3 : A slope-deflection method which is solved by Iteration corresponds to the moment distribution method where sway moments are automatically controlled.Then,three types of slope-deflection methods are compared with one another. And,it is discussed that which type of slope-deflection method is more suitable in applying to each particular rigid framed structures.
机译:在先前的研究中,阐明了以下内容:普通的Cross方法和Kani方法可以用斜率偏转方法来解释,Cross和Kani方法中的每个过程都与斜率偏转方法相对应,并且在中间出现的任何数值Cross和Kani方法的阶段与边坡挠度法的阶段相等或相等。​​在以上研究的基础上,将dy迭代法合成的边坡挠度法分为以下三类。类型1:通过迭代求解的坡度挠度法相当于Kani方法。类型Ⅱ:通过迭代求解的坡度挠度法相当于普通Cross方法。类型3:通过迭代求解的坡度挠度方法对应于自动控制摇摆力矩的力矩分配方法。然后,将三种类型的坡度挠度方法相互比较。并且,讨论了哪种类型的斜率-偏转方法更适合应用于每个特定的刚性框架结构。

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