滞后系数
Before the efficiency, Almon polynomial method was used to analyze the input and output of scientific research institutes in advance to eliminate the lag of input indicators and therefore get the lag phase and lag coefficient.
在进行效率评价之前,本文首先用阿尔蒙多项式法对科研机构的投入产出进行了滞后性分析,以消除投入指标的滞后性影响,得到了科研机构的滞后期和滞后系数。
Series solutions were derived for the in-plane strain, deflection and bending strain that satisfy the simplified boundary conditions to calculate the shear lag coefficient.
根据简化的边界条件,得到了面内应变和弯曲应变的级数解,进而求得剪力滞后系数。
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