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- In the study, Buckingham Pi theorem was adopted to derive the important dimensionless parameters for correlating conditions of accretion formation in the similar systems. 实验可观察到水模及蜡模之固凝物皆为圆锥状,内部皆有一与管径相同之中空圆柱供气体流通。
- For structure with elastic plastic materials and large displacements & deformations, the similitude relations can be deduced from Buckingham Pi theorem by using the Dimensional Matrix Analysis Method. 以 Buckingham Pi定理为基础,运用量纲矩阵法,导出了动态大位移大转角弹塑性相似结构的相似关系。
- Dynamic similarity criteria for large displacements & deformations of structures with elastio plastic material are presented. The Buckingham Pi theorem and the Dimensional Matrix Analysis Method are used. 以 Buckingham Pi定理为基础 ;运用量纲矩阵法 ;导出了弹塑性大变形结构的动态相似准则 ;在此基础上 ;根据有限元法分块近似的基本思想及显式时间积分格式 ;比较了弹塑性大变形相似结构动力响应的相似计算与对每一个结构分别进行显式有限元计算所得结果的精度 .
- pi theoremn. π定理
- Buckingham pi theorem 白金汉π定律
- He speaks she will work under leader of Mr. Pi Te. 他说她将在皮特先生领导下工作。
- Will Mr. Pi Te and wife be there? 皮特先生和夫人将在那里吗?
- Let pi be the distinct prime divisors of m. 将m的相异素因子记作pi。
- Let us restate the assertions above as a theorem. 我们把上述的断言重新表述为一个定理。
- The value of pi to a firstapproximation is 22/7. 圆周率大约的数值是22/7。
- An army without ranks will go to pi. 一支没有阶级区分的军队会混乱不堪。
- The second proof of Theorem 26 is due to James. 定理26的第二个证明属于詹姆斯。
- In general terms, N equals PI plus P2. 用普通的说法,n=P1+P2。
- Theorem g is called binomial theorem. 定理g称为二项式定理。
- Here. John D. Pietri. He's the PI I use. 这是我用的一个私家侦探。
- This completes the proof of the convexity theorem. 这就完成了凸定理的证明。
- How I wish I could calculate Pi. 我多么希望我能计算圆周率。
- So the entire attire is called "pi xing dai yue". 所以呢就被称為“披星戴月”。
- Abruzzi, I need you to hire me a PI. 阿布,我要你雇用我进。
- Estimate the pI for this peptide. 估算此肽的等电点。