求Maxwell(麦克斯韦)的英文简介.

I平头2022-10-04 11:39:541条回答

求Maxwell(麦克斯韦)的英文简介.
要英文的简介,不用太长,

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怀旧高龄人 共回答了16个问题 | 采纳率87.5%
The Scottish physicist James Clerk Maxwell, b. Nov. 13, 1831, d. Nov. 5, 1879, did revolutionary work in electromagnetism and the kinetic theory of gases. After graduating (1854) with a degree in mathematics from Trinity College, Cambridge, he held professorships at Marischal College in Aberdeen (1856) and King's College in London (1860) and became the first Cavendish Professor of Physics at Cambridge in 1871.
Maxwell's first major contribution to science was a study of the planet Saturn's rings, the nature of which was much debated. Maxwell showed that stability could be achieved only if the rings consisted of numerous small solid particles, an explanation still accepted. Maxwell next considered molecules of gases in rapid motion. By treating them statistically he was able to formulate (1866), independently of Ludwig Boltzmann, the Maxwell-Boltzmann kinetic theory of gases. This theory showed that temperatures and heat involved only molecular movement. Philosophically, this theory meant a change from a concept of certainty--heat viewed as flowing from hot to cold--to one of statistics--molecules at high temperature have only a high probability of moving toward those at low temperature. This new approach did not reject the earlier studies of thermodynamics; rather, it used a better theory of the basis of thermodynamics to explain these observations and experiments.

Maxwell's most important achievement was his extension and mathematical formulation of Michael Faraday's theories of electricity and magnetic lines of force. In his research, conducted between 1864 and 1873, Maxwell showed that a few relatively simple mathematical equations could express the behavior of electric and magnetic fields and their interrelated nature; that is, an oscillating electric charge produces an electromagnetic field. These four partial differential equations first appeared in fully developed form in Electricity and Magnetism (1873). Since known as Maxwell's equations they are one of the great achievements of 19th-century physics.

Maxwell also calculated that the speed of propagation of an electromagnetic field is approximately that of the speed of light. He proposed that the phenomenon of light is therefore an electromagnetic phenomenon. Because charges can oscillate with any frequency, Maxwell concluded that visible light forms only a small part of the entire spectrum of possible electromagnetic radiation.

Maxwell used the later-abandoned concept of the ether to explain that electromagnetic radiation did not involve action at a distance. He proposed that electromagnetic-radiation waves were carried by the ether and that magnetic lines of force were disturbances of the ether. Heinrich Hertz discovered such waves in 1888.
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求Maxwell(麦克斯韦)的英文简介.
求Maxwell(麦克斯韦)的英文简介.
要英文的简介,不用太长,
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The Scottish physicist James Clerk Maxwell,b.Nov.13,1831,d.Nov.5,1879,did revolutionary work in electromagnetism and the kinetic theory of gases.After graduating (1854) with a degree in mathematics from Trinity College,Cambridge,he held professorships at Marischal College in Aberdeen (1856) and King's College in London (1860) and became the first Cavendish Professor of Physics at Cambridge in 1871.
Maxwell's first major contribution to science was a study of the planet Saturn's rings,the nature of which was much debated.Maxwell showed that stability could be achieved only if the rings consisted of numerous small solid particles,an explanation still accepted.Maxwell next considered molecules of gases in rapid motion.By treating them statistically he was able to formulate (1866),independently of Ludwig Boltzmann,the Maxwell-Boltzmann kinetic theory of gases.This theory showed that temperatures and heat involved only molecular movement.Philosophically,this theory meant a change from a concept of certainty--heat viewed as flowing from hot to cold--to one of statistics--molecules at high temperature have only a high probability of moving toward those at low temperature.This new approach did not reject the earlier studies of thermodynamics; rather,it used a better theory of the basis of thermodynamics to explain these observations and experiments.
Maxwell's most important achievement was his extension and mathematical formulation of Michael Faraday's theories of electricity and magnetic lines of force.In his research,conducted between 1864 and 1873,Maxwell showed that a few relatively simple mathematical equations could express the behavior of electric and magnetic fields and their interrelated nature; that is,an oscillating electric charge produces an electromagnetic field.These four partial differential equations first appeared in fully developed form in Electricity and Magnetism (1873).Since known as Maxwell's equations they are one of the great achievements of 19th-century physics.
Maxwell also calculated that the speed of propagation of an electromagnetic field is approximately that of the speed of light.He proposed that the phenomenon of light is therefore an electromagnetic phenomenon.Because charges can oscillate with any frequency,Maxwell concluded that visible light forms only a small part of the entire spectrum of possible electromagnetic radiation.
Maxwell used the later-abandoned concept of the ether to explain that electromagnetic radiation did not involve action at a distance.He proposed that electromagnetic-radiation waves were carried by the ether and that magnetic lines of force were disturbances of the ether.Heinrich Hertz discovered such waves in 1888.
英语翻译八年级下册MODULE2第一篇短文,开头:Do you know if Sally Maxwell has ar
英语翻译
八年级下册MODULE2第一篇短文,
开头:Do you know if Sally Maxwell has arrived?
.
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你知道Sally Maxwell已经到达了吗?
不好意思,我没有书
英语翻译SchummSchutzSchwertzer,AlbertScott-MaxwellSegalSeiden
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英语翻译急Do you know if Sally Maxwell has arrived?That’s Miss Ma
英语翻译急
Do you know if Sally Maxwell has arrived?
That’s Miss Maxwell.
Hi, are you Sally?
Yes, that’s right. This is my friend Lingling. I asked your secretary whether she could come or not
Oh, yes. Hi, Linging. OK, I’m going to ask you some personal questions, and record your answers. OK, here goes……Sally, welcome to China!
Thank you.
An you tell me where you are from?
And I’ve heard that you play in your school orchestra.
Yes, I’m from London. I’m here with some classmates. In fact, I’m studying Chinese.
And I’ve heard that you plat in your school orchestra.
Yes, our last public concert will be here on Starsearch in a couple of months.But I don’t know who will come?
Can I ask you if you miss the UK, or your relations?
Yes, I miss my parents, but I have some close friends here.
I know that foreigners find China very different form their own countries. What does it feel like?
It’s a very exciting place. But I don’t like the word “foreigner”. My visit here is all about making friends.
OK, Sally, thank you. And good luck with the concert……(They stop.) That was great! So this recording will be part of the programme. By the way, why don’t you bring all your friends for a visit to Radio Beijing? Maybe sometime next week?
OK, thanks!
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莎莉.麦克斯维到了吗?
莎莉小姐在那边
嗨,你是莎莉?
是的, 这是我的朋友 李灵。 我问了你的秘书是否你会来呢。
哦,当然会了。我正好想问你一些个人的问题, 而且我还要记录下你的答案。
好的,走这边,莎莉,欢迎来到中国!
谢谢。
能告诉我你来自哪里吗?
我来自伦敦。 我和一些同学在这里。 事实上,我正在这里学习汉语。
1,用maxwell方程式导出电磁场的能量密度和电磁场的能量流密度公式,另举几个例子说明它的意义,要有原因
1,用maxwell方程式导出电磁场的能量密度和电磁场的能量流密度公式,另举几个例子说明它的意义,要有原因
2已知电流密度和电荷密度时,解maxwell方程式,说明标量电势能和矢量电势能是如何表现的?3,考虑物质的极化和磁化,从真空状态下的maxwell方程式导出物质的maxwell方程式详细论述当物质的电磁性质用介电常数与导磁系数来表示时,会有什么样近似结果出现?4,求从真空中,以入射角为Q射向介电常数e‘导磁系数U’的物质的电磁波的反射系数,分入射电场与入射平面平行和垂直两种情况讨论.并用直观的说明来解释说明偏磁角.
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问题2不理解想要知道什么.
问题3:按照经典的电磁理论,真空中M方程在物质中依然成立,仅仅要考虑物质中新增的极化电荷、极化电流等的影响.当物质的电磁性质用介电常数与导磁系数来表示时,(D-B)式形式不变.
问题4:分析过程较复杂,可从媒介边界条件分别导出.
这些问题可从一般的电磁场理论书中找到,电动力学看着难一点.
分子的速率分布图中纵坐标的含义在maxwell—boltzmann 的 分子速率分布图上,纵坐标为△N/N△v .△N代
分子的速率分布图中纵坐标的含义
在maxwell—boltzmann 的 分子速率分布图上,纵坐标为△N/N△v .△N代表速率在v―(v+△v) 的分子数, △N/N 表示速率在v―(v+△v) 的分子数(△N)占分子总数N的比值.
那么, △N/N△v 表示什么呢?
书本上写:速率 v处单位速度间隔的分子份额.
希望的到详细解释.谢谢.
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因为△v可大可小,相应的在[v,v+△v]内的分子数△N也会随△v增大或减小.在△v趋于0时,纵坐标的值才对应区间[v,v+△v]也就是横坐标v这一点的值.而这时△N也趋于0,这样△N就失去了意义.
所以必须指明是单位速度间隔内的分子数,也就是△N/△v.它表示在极小的区间[v,v+△v]中分子总数有一个从N到△N的极小增加,但△N/△v并不为0,它能表示[v,v+△v]也就是点v处分子数的密度,△N/N△v相应就是分子份额的密度,也就是v处单位速度间隔的分子份额.实际上△N/N△v是分子速率的概率密度分布函数,也就是分子份额对速率的导数.
这就像在小体积△V内有物质质量为△m,△m/△V表示单位体积内的质量,也就是密度一样.一个物体中的一点,是没有质量的,但却有密度.想要表示每一点含有物质的分布,是不能用质量的,只能用这一点的密度.分子速率分布也一样,想要表示每个速率下分子的分布,不能用分子数,因为它为0,只能用相应的密度分布函数.
这句话怎么翻译 谢谢solutions to the time-dependent Maxwell’s equation
这句话怎么翻译 谢谢
solutions to the time-dependent Maxwell’s equations in general form are unknown except for a few special cases. The difficulty is due mainly to the imposition of the boundary conditions.
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除了少数特例外,与时间有关的麦克斯韦方程组的通解还无法得到,
问题主要出在边界条件的限制.
电磁场量子化后能推回Maxwell方程组吗?
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帮忙翻译一篇摘要,急求……自1873年麦克斯韦(Maxwell)建立了电磁场基本方程以来,电磁波理论得到了迅速的发展.目
帮忙翻译一篇摘要,急求……
自1873年麦克斯韦(Maxwell)建立了电磁场基本方程以来,电磁波理论得到了迅速的发展.目前,电磁波的研究已深入到各个领域,应用十分广泛,如天线电波传播、光纤通信和移动通信、雷达技术、微波、电磁成像等等.电磁波在实际环境中的传播过程十分复杂,例如各种复杂目标的散射、复杂结构天线的辐射、在波导和微带结构中的传播等等.随着电子计算机技术的飞速发展,大量的电磁场的数值计算方法不断涌现,并得到广泛地应用.电磁场数学模型的分析实际就是求解Maxwell方程组,由于Maxwell方程组是一组微分方程或积分方程,电磁场的主要数值分析方法分为基于空间离散化的微分方程方法和基于散射体表面或内部离散化的积分方程方法两大类.时域有限差分法(FDTD)属于微分方程法,时域有限差分法具有简单、结果直观、网格剖分简单等优点.近些年FDTD的发展十分迅速,在许多方面均有重要应用,包括天线设计、微波电路设计、电磁兼容分析、电磁散射计算、光子学应用等等.
本文首先给出了电磁场计算方法的概述,然后分析了FDTD算法的基本原理算法的基本原理,依次给出了一维、二维和三维的电磁波传播模拟的matlab语言编程的步骤和应注意的问题,并分析了它们仿真结果,最后得出用matlab语言对基于FDTD算法的电磁波传播模拟编程的一些结论.
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Since 1873 Maxwell (Maxwell) built since the basic equations of electromagnetic field theory, electromagnetic waves obtained a rapid development. At present, the research into the electromagnetic fields, already used widely, such as the antenna radio waves propagation, optical fiber communication and mobile communications, radar technology, microwave and electromagnetic imaging, etc. Electromagnetic wave propagation in the actual environment is very complex, such as all kinds of complicated target scattering, complex structure in the radiation, the antenna waveguide and microstrip structure of transmission, etc. With the rapid development of the computer technology, a large amount of numerical calculation method of the electromagnetic fields are constantly emerging, and get widely. Electromagnetic field of mathematical model is solving actual analysis, due to Maxwell equations, Maxwell equations is a set of differential equation or integral equation, electromagnetic field main numerical analysis method based on spatial discretization into the differential equation method and based on the surface or internal scattering body discretization integral equation method two kinds big. FDTD method was) belong to the differential equation method, finite difference time domain method is simple, intuitive and mesh dissection results of simple, etc. In recent years the FDTD is developing very rapidly, and in many ways are important application, including antenna design, microwave circuit design, emc analysis, electromagnetic scattering calculation, photonics, application, etc.
This paper firstly gives an overview of the electromagnetic field calculation method, then analyzed the basic principle algorithm FDTD algorithm are given, the basic principle of one-dimensional, in turn 2d and 3d electromagnetic wave propagation simulation by matlab language programming steps and problems should be paid attention to, and analyzed their simulation results with matlab language, finally come to the electromagnetic wave propagation FDTD algorithm based on simulated programming, some conclusions.
永磁铁中没有电流那么适用于MAXWELL中的安培环路定律么?存在等效电流一说么?
永磁铁中没有电流那么适用于MAXWELL中的安培环路定律么?存在等效电流一说么?
但是对于H的安培环路定律是不是curlH=0这样子呢等号的右边是等于零的
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适用,微分形式积分形势宏观和微观,存在
把下面的句子分成两个简单句1.Do you know if Sally Maxwell has arrived?2.I
把下面的句子分成两个简单句
1.Do you know if Sally Maxwell has arrived?
2.I asked your secretary whether she could come or not.
3.Can you tell me where you are from?
4.I've heard that you play in your school orchestra.
5.Can I ask you if you miss the UK,or your relations?
6.I know that foreigners find China very different from their own countries.
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1.Do you know Has Sally Maxwell arrived?
2.I asked your secretary ."Could you come?"
3.Can you tell me?Where are you from?
4.I've heard .You play in your school orchestra.
5.Can I ask you?Do you miss the UK,or your relations?
6.I know .Foreigners find China very different from their own countries.
英译汉:The Maxwell House rfill pack is economical and easy to d
英译汉:The Maxwell House rfill pack is economical and easy to dispose of.
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If you like great music , plese welcome Sally Maxwell 的句子构成
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可以,用Electrostatic
英语翻译maxwell put up his hand and waited for his teacher.mrs.g
英语翻译
maxwell put up his hand and waited for his teacher.mrs.gilbert,to notice him.
do you have a question,maxwell
it's more like a problem l lost my tooth
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百胜将韩滔1年前1
zhuomoniao 共回答了13个问题 | 采纳率100%
一 爱因斯坦和Maxwell的足迹 现在关心相对论的发展的人越来越多了.当我们站在伟大的相对论奠基者建立的丰富和优美的理论基础上的时候不能不回顾历史,发掘他们的足迹.首先让人想起的是麦克斯韦尔在结合法拉第的电力线理论和流体力学的场理论以及亥姆赫兹漩涡理论中作的优美描述.原来这些描述都是在无粘流动中建立的.然而流体方程组和Maxwell组的相似关系一直缺少一个对应方程组,就是引入了粘性也是如此,借助于引入了非牛顿粘性流体的松弛效应,可以补充上这个对应关系,从而使得不可压的Ns方程和Maxwell方程对应了起来.这就引起了利用粘性可压缩流体方程会对Mexwell方程更进一步的非线性化的兴趣.可以先从速势流动开始,研究空气动力学的可压缩波动方程的种种变换,找出一种拟洛伦兹时空变换使它变为不可压流的波动方程.这就说明了在声学波动方程的数学描述上来看,可压缩流和不可压缩流加上拟洛伦兹变换只不过是相同客体的不同数学表达.为了探讨电磁场和引力场可能存在的介质规律.对于无粘可压缩流动,我们还可以借助卡门钱学森在空气动力学中应用的切线虚拟气体法,得出了质能关系类似的规律.虽然对于可压缩粘性流体和电磁场方程的相同数学结构,还缺少明了的结果,但是美国宇航工程师paul在AIAAPeper上所发表的平行的的表达,却给与了希望讨论.即这种重新表达的力和漩涡的关系有可能能够对引力场的研究以及对maxwell方程组的强非线性化带来生机.下面讲分五节来叙述这个想法.希望网上各路英雄鼎立相助 熟知的事实是牛顿流体框架内已经有三个Maxwell方程和流体力学方程相似,电动力学基本方程组是:div (εE) = ρ ...d(εE)/ d(t) = rot H +γ E .d(μ H)/d(t) = -rot E .div (μ H) = 0 ..其中代表偏微分,div和rot,是散度和旋度,E是电场强度,H 是磁场强度,μ是磁导率,ε是电介常数,γ是电导率.下面让我们在连续介质力学领域里寻找和它相类似的方程.由于电动力学方程组创始人Maxwell在建立他之初,就利用了流体力学的亥姆霍兹定律和法拉第的电力线理论,所以上面的方程1,2,4自然在流体力学方程组中有它的对应表达形式:对Maxwell方程组的1)式来说,在连续介质力学的类似表达,可以用涡的散度为零来对应:div ω = 0..其中ω是介质流场速度的旋度,ω=rot(V).对Maxwell方程组的4式可以类比重力场的守恒法则得到 div F = αρ..其中F是加速度,α是和万有引力有关的系数,ρ是质量密度.对Maxwell方程组的2式对应表达,需要一个涡的变化也能产生力的旋度的表达形式,亥姆霍兹定律正是这样一个关系,对黏性流体可以通过考虑柯罗柯- 兰姆(Chrocco,lamb) 形式的动量方程把亥姆霍兹定律写成更一般的形式,利用牛顿流体动量方程的柯罗柯_兰姆形式可以对该方程两边取旋度,我们可以把所有实际是压力,离心力和粘性力对应的量合起来称为合力F2.于是也可以得到和电磁场类似的公式:d(ω)/d(t) =rot{ F2} 其中F2={F-1/ρ grad P-(ω X V)+{1/ρ div {2 μ [ε]}}} 这样电动力学一共四个方程,我们已经找到了其中的三个在流体力学中的对应形式.