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1)  three-moment method
三弯矩法
1.
In this paper, ship shafting alignment was analyzed in detail by use of three-moment method.
针对某一具体船舶轴系,利用三弯矩法对其校中作了详细分析,给出轴系简化处理方法和实际参数。
2.
Principle and formulas deducted for three-moment method were presented in this paper.
三弯矩法是轴系合理校中计算方法中的一种。
3.
In this paper, ship shafting alignment was analyzed in detail by use of three-moment method.
针对某一具体船舶轴系,利用三弯矩法对其校中作了详细分析,给出轴系简化处理方法和实际参数。
2)  the third moment
第三弯矩
3)  zero moment
零弯矩法
1.
On the basis of conception of zero moment, we can deduce the computational formula of the tension of cable in the different construction stage of the steel tube arch ribs.
斜拉扣挂施工中索力计算复杂,根据“零弯矩法”概念,推导出拱肋节段吊装中各施工阶段扣索索力的计算公式。
4)  three bending moment equation
三弯矩方程
5)  three-moment equation
三弯矩方程
1.
The theoretic studies of the traditional three-moment equation were carried throug h in three respects by taking the additive moment, uniform load and shear deform ation of the shafting int.
通过对传统三弯矩方程在考虑外加力偶、轴段线性均布载荷以及轴段剪力变形影响等3方面的理论研究,提出了适用于船舶推进轴系校中计算要求的通用三弯矩方程,并在校中计算软件中实现,与国外权威计算软件比较,其结果正确,方法可行。
2.
The three-moment equation is derived for the plane statically indeterminate stiff jointed frame with tWo intersecting bars at stiff joint and without linear displacement, and some examples are given to show the advantage of using this equation to calculate the frame above mentioned.
推导出结点有两根杆件相交且无结点线位移的平面静不定刚架的三弯矩方程,通过例子说明用三弯矩方程计算上述刚架具有一定的优越性。
3.
This paper presents the dynamic alignment calculation of Controllable-Pitch Propeller(CPP) propulsion shafting based on the improved three-moment equation.
采用基于改进的三弯矩方程进行调距桨推进轴系的动态校中计算。
6)  three moment equation
三弯矩方程
1.
Based on a set of standard solutions to the moment equations for a singly spanned rectangular plate, a general method is presented to derive the three moment equation for a continuous rectangular plate with two simply supported opposite edges on an elastic foundation.
借助单跨弹性地基板弯曲方程的标准解答组,方便地导出了两对边简支弹性地基连续板的三弯矩方程。
补充资料:三法──律师三法
【三法──律师三法】
  ﹝出善见毗婆沙律﹞
  [一、本毗尼藏],梵语毗尼,华言律。谓为律师者,必本于毗尼,讽诵通利,句义辩习,文字不忘,然后可以教授于人,所以称之为律师也。
  [二、坚持不杂],谓为律师者,当怀惭愧,坚持法律,于毗尼藏所有文句义疏,悉皆通达;若有问者,次第而答,不相杂乱,所以称之为律师也。
  [三、受持不忘],谓为律师者,于毗尼藏所传之师,须知次第授受之由。若佛授优波离,如是次第师师相承,乃至于今,于其名字,或能尽知,或知一二,而不忘失,所以称之为律师也。
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