根据伯努利原理，这一侧压力减小。
This reduces the pressure, according to Bernouilli's principle.
但是伯努利并没有止步于此。
伯努利在研究一个复利问题的时候发现了这个数字。
Bernoulli discovered this number when studying a problem of compounding interest.
她还为分析机计算伯努利数编写了一个方案。
She also wrote a plan for the analytical engine to calculate Bernoulli numbers.
伯努利定理指出，当速度的流体(空气)的增加。
Bernoulli's theorem states that when the velocity of a fluid (air) is increased.
在1691年的《学报》中詹姆士·伯努利推导出跟踪曲线的方程。
In the "Acta" of 1691 James Bernoulli derived the equation for the tractrix.
他推广了伯努利形式下的大数定律，研究得出了一种新的分布，就是泊松分布。
He popularized the law of large Numbers of Bernoulli form, the study draws a new distribution is Poisson distribution.
概率论继他们之后，其中心研究课题则集中在推广和改进伯努利大数定律及中心极限定理。
Probability of following after them, its central research topics are focused on promoting and improving the Bernoulli law of large Numbers and central limit theorem.
气体出口孔(74,75)和气体通道(70,80)被配置以便利用伯努利定理支撑晶片。
The gas outlet holes (74, 75) and gas channels (70, 80) are configured to support a wafer using the Bernoulli principle.
该压力差生成以基本非接触的方式支撑该棒的头部部分（54）下面的晶片的抬升力，其采用了伯努利定理。
The pressure differential generates a lift force that supports the wafer below the head portion (54) of the wand in a substantially non-contacting manner, employing the Bernoulli principle.
丹尼尔·伯努利(Daniel Bernoulli)(1700- 1782)生于一个杰出的数学世家。
Daniel Bernoulli (1700-82) was born into a family of distinguished mathematicians.
更为糟糕的，在提出这个令人震惊的谬论后，伯努利又漫不经心地假设说，每个人的货币的边际效用也以同样的常量b变化。
After coming upwith this egregious fallacy, Bernoulli topped it by blithely assuming thatevery individual's marginal utility of money moves in the very same constantproportion, b.
伯努利“水丘”、开尔文尾流、涡尾迹、内波尾迹都起源于潜艇水动力学，对于潜艇的非声探测具有重要的应用意义。
The Bernoulli hump, Kelvin wake, vortex wake and internal wave wake, etc. are generated, as the submarine moves in the ocean. These wake signatures may be used in remote sensing of submarine.
这个断定，即效用的增加会“反比于现今拥有的商品的数量”里假设了一个比例常数b的存在，那对于此荒谬的假设，伯努利给出的证据是什么呢？
What evidence does Bernoulli have for this preposterous assumption, for his assertion that an increase in utility will be "inversely proportionate to the quantity of goods already possessed"?
这个断定，即效用的增加会“反比于现今拥有的商品的数量”里假设了一个比例常数b的存在，那对于此荒谬的假设，伯努利给出的证据是什么呢？
What evidence doesBernoulli have for this preposterous assumption, for his assertion that anincrease in utility will be "inversely proportionate to the quantity ofgoods already possessed"?
模型中，矿车被等效为两自由度弹簧-质量-阻尼系统，铁轨被等效为铺设在连续弹性道床上的伯努利·欧拉梁，矿车与铁轨的振动相互耦合。
In this model, the tramcar was regarded as two degrees of freedom spring-mass-damper system, and the track was regarded as Bernoulli-Euler beam that locates on continuous and elastic ballast.
本文详细介绍了朴素贝叶斯的基本原理，讨论了两种常见模型：多项式模型(MM)和伯努利模型(BM)，实现了可运行的代码，并进行了一些数据测试。
This article introduced the theory of naive Bayes and discussed two popular models: multinomial model (MM) and Bernoulli model (BM) in details, implemented runnable code and performed some data tests.
本文详细介绍了朴素贝叶斯的基本原理，讨论了两种常见模型：多项式模型(MM)和伯努利模型(BM)，实现了可运行的代码，并进行了一些数据测试。
This article introduced the theory of naive Bayes and discussed two popular models: multinomial model (MM) and Bernoulli model (BM) in details, implemented runnable code and performed some data tests.
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