本文为您带来微分的英文翻译，包括微分用英语怎么说，微分用英语怎么说，微分的英语造句，微分的英文原声例

本文为您带来微分的英文翻译，包括微分用英语怎么说，微分用英语怎么说，微分的英语造句，微分的英文原声例句，微分的相关英语短语等内容。

微分的英文翻译，微分的英语怎么说？

微分的英语网络释义

...(5)利用计算机给定程序，或利用全视野轮廓线(profile)法求出最高、最低计数点，依下式求出积分(intergral)、微分(differential)均匀 放射性小肠炎 概述：放射性肠炎（radiationenteritis）是由于盆腔、腹腔、腹膜后恶性肿瘤经放射线治疗后而引起的肠道损害，...

为了解决这个问题，导致了微分（differential calculus）的引入。对于了解微分的读者说来，对此已毋须赘言了。

为了计算的方便，我们常常把非线性的方程，通过数学方式转换为线性方程来计算，例如微分(Differentiation)就是在微小的范围用直线近似地替代曲线。

...论文 嵌入式控制系统的异构建模分析与设计 列出了部分比较典型的模块：  连续模块（Continuous）：输入信号微分（Derivative）、输入信号积分（Integrator）、传 递函数（Transfer-Fcn）、状态空间系统（State-Space）；  离散模块（Discrete）：差分环节...

微分的汉英大词典

微分[wēi fēn]

• {数} differential:

  total differential;

  全微分

  partial differential;

  偏微分

• 短语:
  • 微分包含 differential inclusion;
  • 微分表示 differential representation;
  • 微分不变式 differential invariant;
  • 微分部件 differentiating unit;
  • 微分测量法 differentiation aerotriangulation;
  • 微分参数 differential parameter;
  • 微分-差分方程 differential-difference equation;
  • 微分差热分析 {分化} derivative differential thermal analysis (DDTA);
  • 微分磁导率 differential permeability; incremental permeability;
  • 微分重叠全忽略近似 complete neglect of differential overlap approximation;
  • 微分磁化率 differential magnetic susceptibility;
  • 微分萃取 {化工} differential extraction;
  • 微分代数 differential algebra;
  • 微分电离室 differential ionization chamber;
  • 微分电路 differential circuit; differentiating circuit; differentiation circuit; differentiator; peaker; differentiating network;
  • 微分电容 {电子} differential capacitance;
  • 微分电容器 differential capacitor; differential condenser;
  • 微分电压 differential voltage;
  • 微分电阻 differential resistance;
  • 微分动力系统 differentiable dynamical system;
  • 微分动态规划 differential dynamic programming;
  • 微分对策 differential game;
  • 微分多项式 differential polynomial;
  • 微分反馈 derivative feedback;
  • 微分反应速度 {物化} differential reaction rate;
  • 微分反照率 differential albedo;
  • 微分方程（式） {数} differential equation;
  • 微分方程解法 solution of differential equation;
  • 微分方程解算机 differential equation solver;
  • 微分方程组 simultaneous differential equations;
  • 微分放大器 differential amplifier; differentiating amplifier;
  • 微分分布函数 differential distribution function;
  • 微分分布曲线 differential distribution curve;
  • 微分分析 differential analysis;
  • 微分分析机 differential analyzer;
  • 微分符号 differential sign;
  • 微分干涉显微镜 differential interference microscope;
  • 微分光谱学 differential spectroscopy;
  • 微分过程 additive process;
  • 微分化学反应器 differential chemical reactor;
  • 微分积分方程式 differential-integral equation;
  • 微分几何（学） differential geometry;
  • 微分计 differential gauge;
  • 微分计数率 differential counting rate;
  • 微分检波 differential detection;
  • 微分校正法 differential correction method;
  • 微分截面 differential cross-section;
  • 微分结构 differential structure;
  • 微分介质常数 differential permittivity;
  • 微分浸入 differential immersion;
  • 微分纠正 differential rectify;
  • 微分纠正相片 differentially rectified photograph;
  • 微分纠正仪 differential rectifier;
  • 微分矩阵 differential matrix;
  • 微分均衡器 derivative equalizer;
  • 微分控制 derivative control;
  • 微分控制作用 derivative control action;
  • 微分联立方程 simultaneous differential equations;
  • 微分灵敏度 differential sensitivity; variational sensitivity;
  • 微分流形 differentiable manifold; differential manifold;
  • 微分脉冲 differentiated pulse; differentiating pulse;
  • 微分平滑装置 differential smoothing device;
  • 微分迁移率 differential mobility;
  • 微分嵌入 differential embedding;
  • 微分曲线 differential curve;
  • 微分扰动角关联 differential perturbed angular correlation;
  • 微分热 partial heat;
  • 微分溶解热 differential heat of solution;
  • 微分润胀 differential swelling;
  • 微分色散 {光} dispersivity quotient;
  • 微分时间 derivative time;
  • 微分时间常数 derivative time constant;
  • 微分算符 differentiating operator; differential operator;
  • 微分算子 differentiating operator; differential operator; differentiator;
  • 微分算子描述 differential operator description;
  • 微分算子序列 differential operator sequence;
  • 微分弹性散射截面 differential elastic scattering cross section;
  • 微分同胚 diffeomorphism; differentiable homeomorphism;
  • 微分陀螺仪 rate gyroscope;
  • 微分拓扑学 differential topology;
  • 微分网络 {控} derivative network; lead network;
  • 微分系数 differential coefficient; differential quotient;
  • 微分线性 differential linearity;
  • 微分相移 differential phase shift;
  • 微分效应 differential effect;
  • 微分信号波 differentiated wave;
  • 微分形式 differential form;
  • 微分形式论 differential form theory;
  • 微分学 differential calculus;
  • 微分移相器 differential phase shifter;
  • 微分阴极输出器 differential cathode follower; differentiator cathode follower;
  • 微分映射 differentiable mapping;
  • 微分元件 differential element; differentiator (diff.);
  • 微分运算 infinitesimal calculus;
  • 微分运算放大器 {电子} differential operational amplifier;
  • 微分综合 differential synthesis;
  • 微分组 differential system

微分的英语短语

微分的英文例句

我们称这种变数为密度微分。

We call this variation the density differential.

这个微分方程的，解法是什么呢？

What would a solution be to this differential equation?

我们已经写出了一个微分方程。

We've we've written a differential equation here.

这无关紧要，我们用微分是怎样做的？

It doesn't really matter. So, how do we do things using differentials?

你们有些人也许已经，解出了微分方程。

Some of you may already have solved differential equations.

我们不再讨论微分方程序。

And let's not even talk about differential equations.

顺便说一下，也可以从微分的角度来考虑。

By the way, we can also think of it in terms of differentials.

因此可以马上写下，这个微分方程的，解法。

So you can write down immediately the solution to this differential equation.

这是一个非常，简单的微分方程，两边积分。

Namely, this is still a pretty straightforward differential equation. So let's just integrate both sides.

我只需要取它的对数，对温度微分。

I just need to take log of it, take its derivative with respect to temperature.

得到一个微分方程。

So we have a differential equation.

让我们首先，对分母做温度的微分。

So let's take the derivative with respect to the temperature on the bottom first.

我们已经讲了微分。

We have seen differentials.

我们来看g的微分。

We look at the differential g.

下面我会就这三者稍微分别谈论一下。

So I'm going to talk a little about each of them.

所以我们就消掉了G的微分。

So we get rid of this derivative of g.

所以你要做的第一件事是你写下，你的微分方程。

So the first thing you do is your write down your differential equations.

来看一下这个约束量的微分。

Well, let's look at the differential — — of this constraint quantity.

只是在用微分的语言表达，来看先前提到的例子。

Just in the language of differentials. The example that I promised.

这是个微分方程。

It's a differential equation.

我们可以用微分，就像这样，也可以用链式法则。

Well, we could use differentials, like we did here, but we can also keep using the chain rule.

为什么我们偏爱偏微分呢？

Why do we like partial derivatives?

这是整个机理的完整的微分方程，不是它的一部分。

This is the full differential equation for the full mechanism. Not just one part of it.

几个微分方程。

Couple of differential equations.

请注意这里的小横杠，说明这不是一个准确的微分。

And this little slash here means an in inexact differential.

这个就是微分。

Well, they are called differentials.

要完全了解本课程，应必备微积分和微分方程的知识。

Calculus and Differential Equations are highly recommended for full understanding of the course.

这是一个我们先前不了解的精密复杂的微分信号系统。

This is a sophisticated differential signaling system that we haven't previously known about.

这是一个我们先前不了解的精密复杂的微分信号系统。

This is a sophisticated differential signaling system that we haven't previously known about.

微分的原声例句

This should be particularly bothersome to you because, as you've already experienced in 5.60, There are a lot of partial derivatives.

对你们来说这可能很让人头疼，就像你们在5。60里体验过的那样，这有很多偏微分和变量。

We want to integrate. So let's take the integral of both sides, going from the initial point to the final point.

分别从初态,到末态做积分，消去微分。

So, all you will have the opportunity to solve differential equations in your math courses here. We won't do it in this chemistry course. In later chemistry courses, you'll also get to solve differential equations.

你们在数学课中有机会,遇到解微分方程,我们在这化学课里就不解了,在今后的化学课程里，你们也会遇到解微分方程的时候。

Not only did he formulate laws of gravitation, he also invented calculus and he also learned how to solve the differential equation for calculus.

他不仅找出了引力定律的公式,还发明了微积分,同时也得出了微分方程的解法

This is a discontinuous payoff function, so differentiating isn't going to get you very far.

这是一个不连续的收益函数,所以不会涉及太多微分的东西

So now I have my first of my two slopes, in terms of something that's related to my system the heat capacity of the system.

好，我们现在得到了，两个微分式中的一个,它等于与系统密切相关的一个量。

So, these two are equal to each other as well which tells me that this derivative, Cp dH/dT constant pressure is Cp.

所以这两者也相等,这告诉我们在恒压下微分，等于。

So here I've written for the hydrogen atom that deceptively simple form of the Schrodinger equation, where we don't actually write out the Hamiltonian operator, but you remember that's a series of second derivatives, so we have a differential equation that were actually dealing with.

这里我写出了,氢原子薛定谔方程的,最简单形式，这里我们实际上,没有写出哈密顿算符,但是请记住那你有，一系列的二次导数,所有我们实际上会处理一个微分方程。

Now we can use it to derive differential relations for all of the thermodynamics quantities.

现在我们可以利用他们,推导所有热力学量的微分关系。

OK, but in order to relate turning these physical knob to this quantity here, which we don't have a very good feel for, we've got to have a feel for the slopes.

热量是怎么进一步改变的,但是为了把这些物量同我们，不是很理解的焓联系起来，我们对微分已经有了一定的了解。

And, so you propose that there is no, that this derivative is zero, and that the internal energy is given simply by this quantity.

你认为这是零，这个微分是零，内能仅仅由,这个简单的量决定。

Well we can go look up here, looking at the differential, there are no approximations here.

好的我们可以看这儿,看这个微分方程，这里没有做近似。

And this little slash here means an in inexact differential.

请注意这里的小横杠,说明这不是一个准确的微分。

We can start taking derivatives of this with respect to time.

我们首先来对时间求微分

When you say that, it implies that the differential is given by this pair of partial derivatives.

这就意味着，内能的微分,等于偏u偏T，保持体积不变。

So the result is we can combine all of these as a single differential, and just like we've seen before, what that suggests is that we define another new quantity given by this expression.

结果就是我们能把所有的结果,整理成一个单一的微分，就像我们前面看到的一样，这说明我们可以利用这个式子,定义一个新的物理量。

We have discovered that this partial derivative that appears in the definition, the abstract definition of the differential for internal energy, is just equal to the constant volume heat capacity.

我们还发现,这个偏微分出现在了，内能的偏微分,定义式中，它也就是热容。

The Joule experiment was a constant energy experiment, right. Here we're going to have to find a constant enthalpy experiment, and that is going to be the Joule-Thomson experiment. That's going to extract out a physical meaning to this derivative here.

非常像焦耳实验,焦耳实验是一个能量恒定的实验,我们这里要做的是，找到一个焓不变的实验,也就是焦耳-汤姆逊实验,这个实验可以把这里的微分式形象化。

Integration is not an algorithmic process like differentiation.

积分不是微分那种演算过程

We can measure the heat capacity at constant volume, and now we have another term, and if we can figure out how to measure it, we'll have a complete form for this differential du which will enable us to calculate du for any process.

我们能够测量恒定体积下的热容，这里我们有另一项，如果能够知道怎么测量它，问我们就有了这个完整的微分式,就能够对任何过程计算。

You won't have to solve it in this class, you can wait till you get to 18.03 to start solving these types of differential equations, and hopefully, you'll all want the pleasure of actually solving the Schrodinger equation at some point. So, just keep taking chemistry, 18 03 you'll already have had 18.03 by that point and you'll have the opportunity to do that.

你们不用在课堂上就解它，你们可以等到得到18，03之后,再开始解这些类型的微分方程，希望你们都想得到,实际解薛定谔方程的乐趣,所以，保持来上化学课，你们在那个点将会得到,你们有机会做到的。

So, using those, now, what happens if we take the second derivative of A, the mixed derivative, partial with respect to T and the partial with respect to V.

如果我取A的二阶导数,混合导数，对T偏微分,再对V偏微分。

Mathematically, it's done by taking the expression for R and differentiating everything in sight that can be differentiated as vector t.

从数学上看是这样的,写出 R 的表达式,并对所有可以进行矢量微分的部分,对时间 t 求微商

So, let's say we start off at the distance being ten angstroms. We can plug that into this differential equation that we'll have and solve it and what we find out is that r actually goes to zero at a time that's equal to 10 to the negative 10 seconds.

也就大约是这么多,所以我们取初始值10埃,我们把它代入到,这个微分方程解它,可以发现，r在10的,负10次方秒内就衰减到零了。

This is going to be probably a homework at some point to do this. For now, let's take it for granted. Let's take it for granted that we know how to calculate this derivative from an equation of state like this.

这可能是将来的一个课后作业,现在，请把这当成理所当然的，理所当然地认为我们,知道怎样从一个状态,方程计算这样的微分式。

A It tells me that the partial of A with respect to T at constant V is minus S. Right?

他告诉我们,在恒定体积下对温度的微分等于负S，对吗？

OK, and now we return to this differential.

好，让我们回到这个微分式。

So we already know that. So now we can write CpdT or differential dH as Cp dT plus dH/dp, pdp constant temperature, dp.

我们已经知道了这个，所以我们现在,可以写出H的微分式：dH等于，加上恒温时的偏H偏。

du/dT constant pressure is the direct derivative with respect to temperature here, which is sitting by itself under constant volume keeping this constant but there is temperature sitting right here too.

偏U偏T，p恒定是对,温度的直接微分，而它本身对体积不变,保持它不变，但是这里也有一个温度,这就是偏U偏V，T恒定。

In other words, your job is to guess a function whose second derivative is a, and this is called integration, which is the opposite of differentiation, and integration is just guessing.

换言之,你的任务是要猜出一个二阶导数为a的函数,这就是积分,和微分恰恰相反,积分就是猜

微分的网络释义

微分 微分在数学中的定义：由函数B=f(A)，得到A、B两个数集，在A中当dx靠近自己时，函数在dx处的极限叫作函数在dx处的微分，微分的中心思想是无穷分割。微分是函数改变量的线性主要部分。微积分的基本概念之一。

以上关于微分的英语翻译来自英汉大词典，希望对您学习微分的英语有帮助。