http://www.nobelprize.org/nobel_prizes/physics/laureates/1928/richardson-lecture.pdf

OWEN W. RICHARDSON

Thermionic phenomena and the laws which govern them

Nobel Lecture, December 12, 1929

In its broadest aspect this subject may be summarized as the branch of Physics which deals with the effect of heat on the interaction between electricity and matter. It is not altogether new. Nearly 200 years ago it was known that air in the neighbourhood of hot bodies conducted electricity. In 1873 Guthrie showed that a red-hot iron ball in air could retain a negative but not a positive charge. In a series of researches extending from 1882 to 1889, Elster and Geitel examined the charge collected on an insulated plate placed near various hot wires in diverse gases at different pressures. The observed effects were very specific and varied, but there emerged a general tendency for the plate to acquire a positive charge at low temperatures and high pressures, and a negative charge at high temperatures and low pressures. The matter became really interesting in 1899 when J. J. Thomson showed that the discharge from an incandescent carbon filament in a vacuum tube was carried by negative electrons. In 1900 McClelland showed that the currents from a negatively charged platinum wire were influenced very little, if at all, by changes in the nature and pressure of the surrounding gas, if the pressure were fairly low. These facts seemed to me to be highly significant, and I resolved to investigate the phenomenon thoroughly.

Nobel Lecture, December 12, 1929 Thermionic phenomena and the laws which govern them的更多相关文章

  1. 控制变量法-初中物理-Nobel Lecture, December 12, 1929-php执行SET GLOBAL connect_timeout=2效果

    $link = mysqli_connect("localhost", "wu", "wp", "wdb"); $sql ...

  2. 【图机器学习】cs224w Lecture 11 & 12 - 网络传播

    目录 Decision Based Model of Diffusion Large Cascades Extending the Model Probabilistic Spreading Mode ...

  3. The Sorrows of Young Werther

    The Sorrows of Young Werther J.W. von Goethe Thomas Carlyle and R.D. Boylan Edited by Nathen Haskell ...

  4. Networked Graphics: Building Networked Games and Virtual Environments (Anthony Steed / Manuel Fradinho Oliveira 著)

    PART I GROUNDWORK CHAPTER 1 Introduction CHAPTER 2 One on One (101) CHAPTER 3 Overview of the Intern ...

  5. [C2P3] Andrew Ng - Machine Learning

    ##Advice for Applying Machine Learning Applying machine learning in practice is not always straightf ...

  6. BitHacks

    备份文件时看到的.我以前居然下过这东西. 2016-12-4 12:05:52更新 纯文本格式真棒.假如使用word写的我能拷过来格式还不乱?? Markdown真好. Bit Hacks By Se ...

  7. Libcurl多线程crash问题(cento)

    cento :http://blog.csdn.net/delphiwcdj/article/details/18284429 1 问题背景 后台系统有一个单线程的http接口,为了提高并发处理能力, ...

  8. SNMP进阶

    管理信息库:MIB 我们要扩展mib首先必须清楚mib是如何定义的,用的什么语言,有哪些约定,遵循哪些规则等等.这些基本东西掌握过后,我们就可以很轻松的来写自己的mib文件了. 所谓管理信息库,或者M ...

  9. 转: Linux磁盘扩容

    from:https://www.rootusers.com/how-to-increase-the-size-of-a-linux-lvm-by-expanding-the-virtual-mach ...

随机推荐

  1. Sonar+Hudson+Maven构建系列之一:安装Sonar

    摘要:本系列讲述Sonar在Linux下安装及配置过程,windows下的安装类似,会更简单. 本人经过一翻摸索,终于将Sonar+Hudson+Maven配置成功,并使用Hudson进行自动构建,发 ...

  2. loj 1026( tarjan + 输出割边 )

    题目链接:http://lightoj.com/volume_showproblem.php?problem=1026 思路:Tarjan 算法简单应用.割边的特点:low[v]>dfn[u]( ...

  3. Windows 7下搭建Jmeter测试环境

    jmeter配置.安装 一. 工具描述 apache jmeter是100%的java桌面应用程序,它被设计用来加载被测试软件功能特性.度量被测试软件的性能.设计jmeter的初衷是测试web应用,后 ...

  4. codeforces 385 c

    Description Recently, the bear started studying data structures and faced the following problem. You ...

  5. Android 编程下的 Secret Code

    我们很多人应该都做过这样的操作,打开拨号键盘输入 *#*#4636#*#* 等字符就会弹出一个界面显示手机相关的一些信息,这个功能在 Android 中被称为 Android Secret Code, ...

  6. Maven中多模块的编译顺序

    在多模块的工程中,如果模块之间存在依赖关系,那模块的编译必须要有顺序的要求.例如:P(parent)中包含A模块和B模块,且A模块依赖于B模块,那么在P中的pom,xml中需申明为: <modu ...

  7. json学习系列(2)-生成JSONObject的方法

    生成JSONObject一般有两种方式,通过javabean或者map类型来生成.如下面的例子: 先定义一个User实体类: package com.pcitc.json; /** * 用户实体类 * ...

  8. spring实战一:装配bean之注入Bean属性

    内容参考自spring in action一书. 创建应用对象之间协作关系的行为通常称为装配,这也是依赖注入的本质. 1. 创建spring配置 spring是一个基于容器的框架.如果没有配置spri ...

  9. BZOJ3329 : Xorequ

    第一问: 打表可得规律:当且仅当x&(x<<1)=0时才会是解,于是数位DP f[i][j][k]表示二进制中前i位,上一位是j,前i位是否等于n的方案数 第二问: 打表可得规律: ...

  10. CSS创建三角形(小三角)的几种方法

    你可以在很多地方看到三角形(小三角):tooltips提示框.下拉菜单.甚至在loading载入动画里.不管你喜欢还是不喜欢,这些小元素对各UI元素之间的联系关系式很重要的. 有一些不同的方法来设计并 ...