College Physics 2000 Issue 2 you piao shang de wu li xue shi (20)-- mai ke si wei de dian ci li lun

Home | Survey | Payment| Talks & Presentations | Job Opportunities

Journals A B C D E F G H I J K L M N O P Q R S T U V W X Y Z

College Physics
1000-0712
2000 Issue 2

you piao shang de wu li xue shi (20)-- mai ke si wei de dian ci li lun
qin ke cheng

..............page:48-49

tui jian yi bu you xin yi de da xue wu li jiao cai -- ping liao yao fa deng bian < da xue wu li jiao cheng >
zuo shou xian

..............page:46-47

tui jian xin shu < hei dong de re xing zhi yu shi kong qi yi xing -- ling qu mian fu jin de liang zi xiao ying >
li gui fu

..............page:42

A research on the instruction of the Chinese ancient musical scales
GAO Yong-nian

..............page:43-45

On the law of conservation of mechanical energy and the principle of relativity
ZHANG Jiu-zhu

..............page:14,22

Two analytical solutions of quantum damping harmonic oscillator
XU Xue-fen;JIANG Li;LING Yin-sheng

..............page:11-13

A concise derivation of the dispersion interaction energy
JING Hui;SHI Qing-yun

..............page:9-10,13

A simple approach to Aharonov-Bohm scattering for special values of magnetic flux
LIN Qiong-gui

..............page:6-8

Calculation of matrix elements of the operators of X and P in Morse potential
FENG Er-yin;CUI Zhi-feng;XU Xin-sheng

..............page:2-5

dui dang qian wu li jiao xue gai ge de ji dian kan fa -- zai zhong guo wu li xue hui jiao xue wei yuan hui di qi jie di yi ci quan ti ( kuo da ) hui yi shang de bao gao
zhao kai hua

..............page:1,5

A commentary about the scholastic controversy of the early stage of development of quantum mechanics
ZHANG De-xing;CAI Shao-hong

..............page:38-42

A thinking about student experiment with designing task
ZHANG Zi-jia;WANG Wen-shuan

..............page:35-37,47

Computer simulation of a grating diffraction
ZHANG Bo-tao;LU Xun;YU Zhong-qiu

..............page:32-34

The research and aplication of high stability constant current source
YANG Zhen-bang

..............page:30-31,47

bian zhe de hua
ka xing lin

..............page:27-29,34

Law of conservation of mechanical energy obeys the relativity principle of mechanics
LU Zeng-xian;MENG Xiu-lan

..............page:23-26

An argue on "is the mechanical relativity principle satisfied by the law of conservation of mechanical energy"
GAO Bing-kun

..............page:20-22

Principle of relativity and its requirement for co-variance of laws of nature
ZHU Ru-zeng

..............page:15-19,26