式子

他的太极拳式子摆得好。

His Taijiquan postures are correct and graceful .

把它们代到式子里面，你就得到了一个关于a和b的方程，有什么问题吗？

You put them in there and you get a function of a and b.Any questions ?

假如我给你一个关于f的式子。

Say that I give you a formula for f.

只是让f的式子变得漂亮点，，So，x，and，y，are，giving，you，a，nice，formula，for，f，实际上，与问题有关的变量是u、

X y v but actually the relevant variables for your problem are u and v.

一个JAVA计算器，能够在输出显示屏上显示所输入的式子，并且能够进行4则混和运算。

A JAVA calculator that can display the output screen input formula , and mixing operations can be carried out4 .

一种WDM光网络中的递归式子通路保护算法

A Novel Recursive Shared Segment Protection Algorithm in Survivable WDM Networks

如果f依赖更多的变量，那这些式子就会有更多的项。

Of course , if f depends on more variables then you just have more terms in here .

针对以av、e～p法等，提出了可考虑土体应力历史影响的修正系数M1式子；

For av e ~ p method , the modification coefficient M , from influence of soil stress history is put forward .

所以当你计算这个式子时，你会得到一个带有x，y，z的式子。

So , when you compute the determinant , you get a formula that involves x , y , and z.

该式子可以较好的解释动物进化早期阶段的Lagrange乘子各种变化。

The formulation can explain the changes of Lagrange multipliers during early evolution of metazoan .

在黑板通信结构中，中心黑板（或分布式子黑板）的位置以及子黑板之间的通信拓扑是影响Agent通信性能的两个重要因素。

In blackboard communication architecture , the location of central blackboard ( or distributed sub-blackboards ) and communication topology among sub-blackboards are two important issues that can influence the agent communication performance very much .

同时，针对辅同步信道的RS码表搜索，提出了一种分布式子图搜索算法，与穷举搜索相比，大幅度降低了复杂度。

On the other hand , a distributed sub-graph search algorithm is put forward to save more complication than RS code table brute-force search .

跟刚才那个式子一样，的系数用的是质量，，the，coefficient，of，v，squared，is，the，mass，这里，ω^2的系数，就是转动惯量了。

And so , by similarity with that formula , v ^ 2 and here we will say the coefficient of omega squared , so this thing is the moment of inertia .

但是，目前却很少有关于这个方面的研究工作；并且在已有的Agent系统中，中心黑板（或分布式子黑板）通常都是随机布置在网络拓扑中或者布置在管理结点上。

However , there are few works about such issues ; and in the existing agent systems , the central blackboard ( or distributed sub-blackboards ) is ( or are ) usually randomly located in the underlying network .

你们应该了解换元法，让U等于某值，然后就能把式子变成udu的形式，这就是换元法了。

You should know also substitution , how to set U equals something , and then see , oh , this becomes u times du , and so substitution method .

影响ALAPDT疗效的因素等。论文对ALAPDT的剂量计算进行了建模分析，通过上述式子就可计算出PDT中涉及的很多参量。

Modeling analysis in the dosage calculation of ALA-PDT can calculate out a lot of parameters involved in PDT through above-mentioned equations .

，在建立线积分之前，要知道怎样把每一项，表示成关于t和dt的式子。

Before we actually set up the line integral , we need to know how we will express everything in terms of t and dt .

文中对以下几个方面进行了研究并有所创新：研究安全操作系统的安全标准并结合嵌入式系统资源有限等特征，拟订了B1级嵌入式子集；

This paper researches the standard of security operating system , combines the features of the embedded system such as resource limit , presents B1 level embedded subset .

相耦合的微分-积分方程化成一个求W的积分方程和一个求？的微分式子，然后采用基于虚功原理的差分离散格式，建立了支配方程。

The integral-differential equation coupled with deflection W and reaction p is turned into an integral equation with W unknown and a difference expression with p unknown , and then the governing equation is obtained by using the difference discrete form based on the principle of virtual work .

利用Katayama在一种Si3N4陶瓷得到的实验数据，考察了一条关联陶瓷材料三点及四点弯曲断裂强度的式子。

This paper verifies an expression , which is rarely mentioned in textbooks , relating the results of 3-point and 4-point bending tests of ceramic materials on fracture strength with the experimental data obtained by Katayama .

针对不确定数据流上的多用户Skyline查询问题，提出了基于垂直分割的连续概率密度函数建模的不确定数据流分布式子空间Skyline查询方法SSVUCpdf。

A subspace skyline query method on vertical divide uncertain data stream modeling by continuous probability density function ( SSVUCpdf ) is proposed to solve the problem of multi-user skyline query .

首先简述锌钡白干燥煅烧回转窑的控制难点，然后在参考Arrhenius方程的基础上，建立基于Arrhenius方程的能量式子，并进一步阐述“等质量等能量”控制的实现。

Control difficulty of the lithopone calcining rotary kiln is introduced . Referring to Arrhenius Equation , an energy formula which is on the basis of Arrhenius Equation is developed and implementation of equal mass and equal energy control is introduced .

当给出dudv和dxdy的式子的时候，你们可以用这两种方法，一种是把dudv转化为dxdy，或者反过来。

But , so in general , when you have this formula relating du dv with dx dy , you can use it both ways , either to switch from du dv to dx dy or the other way around .

这样列出的式子是多余的，但这些式子必须是不自相矛盾的。

These statements are thus redundant but they must be self-consistent .

什么时候用这个式子？，它描述的是什么？

When would you use this and what does it describe ?

现在我们应该把这个式子展开。

And , well , now we should expand this .

真正的式子是展开了这些行列式之后得到的。

The actual formula is obtained by expanding the determinant .

然后把上面三个式子加到一起。

And then , we the three such terms together .

现在这个式子的结构就很简单了。

See , the structure of this formula is simple .

我们有3个未知数，但是只有2个式子。

We have three unknowns and have only two equations .