在规定的范围内该无穷级数收敛，并有计算公式成立。
Within the restricted scope, the infinite power series is convergent and the formula is workable.
这个s轨道的，径向概率分布公式，它对于球对称，的情形成立。
This is the radial probability distribution formula for an s orbital, which is, of course, dealing with something that's spherically symmetrical.
顺便说一下这个公式一个特别的性质，这个等式在任何时候都成立，这是贷款剩余期限。
One peculiar property of this — incidentally, at every point of time this thing holds, this is time to maturity.
因此，经济批量模型假设的前提条件并不完全成立，经济订货批量的计算公式也就需要改进。
Therefore, suppose the presupposition of economic batch quantity model not to be completely established, its calculating formula shall be needed to be modified.
在均匀电子气模型和微扰极限成立的条件下，给出了低迷离子在固体中的电子阻止截面公式。
An electronic stopping cross section formula for heavy ions at low yelocity is obtained within the uniform free electron gass model and perturbation limit.
设计了一个简单的思想实验，用动量定理对洛伦兹变换成立的条件导出了相对论质量公式。
Based on the theorem of momentum, the mass equation of special relativity is derived using a simple thought experiment.
认为ISO 6336 的齿间载荷分配系数公式难以成立。
It is pointed out that the formula in ISO 6336 should be questioned.
串联后的总自感系数等于各螺线管自感系数之和，所以顺接和反接公式都不成立。
Because the total self-inductance coefficient is the sum of all the solenoids? Coefficients, the formulas are not valid in same of opposite directions.
最后，筒桩竖向承载力的计算公式的成立，这被证明是切实可行的项目。
At last, the calculation formula of vertical bearing capacity of tubular pile is established, which is proved to be practicable in projects.
指出由于在曲线坐标系中，动量算符的分量不一定满足自伴性，因而公式不能成立。
In this paper, that the formula of cannot be tenable is pointed out because of the component of the momentum functor not always satisfying the self-adjointness in the curvilinear coordinate system.
从理论上导出了RL - C并联谐振电路的阻抗公式，由此分析谐振特性曲线性质，并得出文献中引用的RL - C谐振特性曲线成立的充分条件。
The impedance formula of RL-C parallel resonance circuit is deduced theoretically, and some properties of resonance characteristic curve are analysed.
还计算得准能级与态的公式，并指出仅在外驱动场的振幅小于阈值时才成立。
The quasienergies and states are only valid below a threshold value of the driven fieis.
本文在此意义下证明几个有关引理，并利用它证明微积分学中关于极限的乘法公式也同样成立。
Under meaning, this paper proves several relative lemmas and proves that the multiplication form about the limit in classical calculus is also valid for the grey limit with the help of th lemmas.
本文在此意义下证明几个有关引理，并利用它证明微积分学中关于极限的乘法公式也同样成立。
Under meaning, this paper proves several relative lemmas and proves that the multiplication form about the limit in classical calculus is also valid for the grey limit with the help of th lemmas.
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