在高斯光束变换中引入牛顿公式，使透镜变换公式更加简洁、直观。
The lens transformation formula was made more simply and intuitionistic importing Newtonian formula to Gaussian beam transformation.
借助于流体力学中一个修正的牛顿公式，指出彗晕的形状接近悬链线。
By means of a modified Newton's formula of hydrodynamics, it is shown that the shape of cometary halos is close to a catenary.
借助牛顿公式和韦达定理，采用迭代的方法求解类似于自然数等幂和的问题。
With the help of Newton formula and Vieta theorem, iterative method was used to solve problems of power sum.
从牛顿公式及其图象出发，讨论理想光具组的纵向共轭性质，举例说明其实际应用。
From Newton formula and its image, this essay discusses the longitudinal conjugated property of ideal optical system and explains the practical applications by giving examples.
应用拟牛顿算法求解非线性规划问题的增广拉格朗日函数，并给出了相应的拟牛顿公式。
The quasi-Newton method was applied to solving the augmented Lagrangian function of nonlinear programming problems. Further, the quasi-Newton formula was given.
幻灯片出现：牛顿著名的万有引力公式。
slide-"Example: Newton's famous approximate formula for the gravitational force between two bodies.
正如牛顿所言，当他提出万有引力的时候并没有假装理解了它是如何运作的，但给出的公式却囊括了万有引力是如何运作的，这便是其影响所在。
Just as Newton, when it came to gravitation didn't pretend to understand how gravitation works he gave formulae that encapsulate how it works, the effects of it.
用这个公式也可以算，不用重新，列牛顿方程了。
You could also have used this equation and not go through this trouble of setting up Newton's Law again.
牛顿发现万有引力定律，建立了经典力学，他用一个公式将宇宙中最大天体的运动和最小粒子的运动统一起来。
Newton discovers gravitational theory, built up classic mechanics, he USES a formula the biggest ephemeris sport in the cosmos and minimum grain sport of the son unify.
当薛定谔和海森堡在二十世纪二十年代将量子力学公式化，他们无视了爱因斯坦的工作，用牛顿的思想对待时间，即时间是在不知不觉中恒定流逝的。
When Schrodinger and Heisenberg formulated quantum mechanics in the 1920s, they ignored Einstein's work and treated time in Newton's spirit, as an absolute that is ticking away in the background.
l利用牛顿的引力计算公式，天文学家发现了许多过去不知道的恒星和行星，其中包括海王星和冥王星。这是根据它们对其他太空物体的引力作用测算出来的。
Using Newton's formula for gravity, astronomers have detected previously unknown stars and planets, including Neptune and Pluto, from the effect of their gravity on other space objects.
牛顿也为地心引力完成了一种数学公式。
Newton also worked out a mathematical expression for gravity.
合理的知识的牛顿力学和几何学是要了解公式。
Reasonable Knowledge of Newtonian Mechanics and Geometry is necessary to understand the formulas.
设计了固体运载火箭上升段飞行程序，应用修正牛顿迭代法求解上升段弹道控制参数，推导了迭代算法公式。
We designed the flight program for solid launch vehicles, resolved the control parameter of ascent trajectory with modified Newton iterative method, and deduced the iterative formula.
推导了根据落点偏差求飞行程序角和发射方位角的牛顿迭代公式，设计了迭代算法，并给出了实际算例。
In this paper, Newton iterative formula based on deviations of dropping point is deduced and the iterative program is designed, an example is given.
一般通过实验的方法求得，即运用牛顿冷却公式求出管外对流换热系数，进而求得管外努谢尔数。
It is generally obtained by the experimental method, namely using Newton cooling formula to get tube outside heat transfer coefficient, then get the tube outside Nusselt number.
本文对牛顿万有引力定律提出了一种非黎曼几何的相对论性的可能修正公式。
In this paper, a possible Correction of non-Riemannian geometric relativity is made for Newton's Law of Gravitation.
采用广义牛顿粘度公式，得到了振动力场作用下的异向双螺杆挤出机螺棱侧间隙内的速度分布近似解析解。
The approximate analytical solution of the velocity distribution in the side gap of the counter-rotating twin screw extruder is obtained by means of the generalized Newtonian viscosity.
此文针对塑性成形有限元分析大增量加载的收敛性困难，推导了用于板料成形弹塑性有限元分析的牛顿一致迭代公式。
In this paper, facing the convergent problem of plastic forming using large incremental step, we deduced the iterative formula used in analysis of elastic-plastic plate forming finite element method.
并给出了非接触式、浅近切割式及相切式牛顿环的统一的光程差，牛顿环半径及凸透镜曲率半径测量公式。
And give out the unified optical path, Newton's ring radius and convex lens curvature radius measurement formula of non - contact type, simple cutting type and tangent type Newton's Rring.
计算定积分的基本公式是牛顿一菜布尼兹公式。
The basic formula of the algorithm of definite integral is Newton-Leibniz formula.
用牛顿和拉格朗日的公式来解决和阐述运动方程序。
Formulate and solve for the equations of motion using both the Newtonian and Lagrangian formulations.
正是在高速运动领域，相对论动能完全偏离了牛顿力学的公式。
It is in the realm of highspeed motion that the relativistic kinetic energy diverges completely from the Newtonian formula.
通过挖掘格林公式的内在涵义，将其和微积分基本公式牛顿——莱布尼兹联系了起来，给出两点注记。
For a better understanding of Green Formula, this paper has analyzed the internal connotation and connected it with calculus basic formula and provided two notes.
对牛顿—莱布尼茨公式的条件进行研究，并且给出相关例子。
Conditions of Newton-leibniz formula are studied, and corresponding examples are given.
对牛顿—莱布尼茨公式的条件进行研究，并且给出相关例子。
Conditions of Newton-leibniz formula are studied, and corresponding examples are given.
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