大学物理复习资料(上).pdf

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1、大学物理复习提纲(基本概念,基本定律、定理、原理、公式)第一部分：力学基本要求一基本概念1.位移，速度，加速度,动量，力，冲量,功，动能，势能，机械能，角动量，力矩；2.参考系,坐标系,惯性坐标系,质点,位置矢量，速率，角速度，角加速度,法向加速度，切向加速度，转动惯量，冲量矩。二.基本定律、定理、原理、公式1.质点运动学：位置矢量：在直角坐标系中kzj yi xr，r 大小 r=222zyx运动方程：ktzjtyitxtr)()()()(；或)(txx；)(tyy；)(tzz位移：12rrr=kzj yi x，r大小r=222zyx,一般rr速度：dtrdv,在直角坐标系中：kvjvivvz

2、yx；dtdxvx；dtdyvy；dtdzvz；速率：222zyxvvvv加速度：22dtrddtvda,在直角坐标系中：kajaiaazyx；22dtxddtdvaxx；22dtyddtdvayy；22dtzddtdvazz；222zyxaaaa在自然坐标系中：运动方程：)(tss，速率：dtdsv圆周运动角量描述：运动方程：)(t，角速度：dtd，角加速度：dtd切向加速度：Rdtdvat,法向加速度：22RRvan,一般曲线运动2van加速度：tanaan；22tnaaa,Rvn2直线运动：)(txx；dtdxv；22dtxddtdva匀变速直线运动：20021attvxx；atvv0；

3、)(20202xxavv匀变速圆周运动：t0；)(20202；抛物体运动。相对运动：vvv0,aaa0运动学两类问题：（1）)()()(tatvtr，求导；（2）)()(trtva,积分。2.质点动力学：文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M

4、8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:C

5、C3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN

6、6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS

7、4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码

8、:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6

9、HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4牛顿运动三定律。动量vmP,力：dtvmdF)(,m 常数时

10、amF，iFF牛顿定律解题的基本思路：察明题意，隔离物体，受力分析，列出方程（一般用分量式），求解、讨论。力学中常见的几种力：万有引力：2210rmmGF，重力mgRmMGG20；弹力：kxF；摩擦力：（1）滑动磨擦力Nfkk；（2）静摩擦力Nffss动量定理：物体在运动过程中所受合外力的冲量，等于该物体动量的增量。1221PPdtFItt合。其中,冲量：dtFItt21,动量：vmP动量守恒定律：条件：若0iF，结论：常矢量vmi分量：若0ixF，则：常数ixivm质点的动能定理：合外力对质点做的功等于质点动能的增量。功：rdFdA?,dzFdyFdxFrdFAzbabayxab?保守力的功

11、：0?rdFL,动能：Ek=221mv,机械能：E=Ek+Ep222121ababmvmvA文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3

12、M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N

13、2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M

14、8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:C

15、C3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN

16、6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS

17、4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4势能：万有引力势能：rMmGEp0r为零势能参考位置。重力势能：mghEp,h=0处为势能零点。弹簧弹性势能：221kxEp以弹簧的自然长度为势能零点。功 能 原 理：EE

18、EApk非保守内力外力A。保 守 力 的 功：)(E12pPpEEA 保机械能守恒定律：若0A非保守内力外A，则常数pkEE。碰撞：弹性碰撞；非弹性碰撞；完全非弹性碰撞。力矩：FrM(对 O点)；质点的角动量：vrmprL(对 O点)质点系的角动量定理：dtLdM合外。质点系的角动量：iLL质点系的角动守恒定律：若0合外M，则恒矢量L。3.刚体的定轴转动：角速度dtd；角加速度dtd距转轴 r 处质元的线量与角量关系：rv；ra；2ran转动惯量：iimrI2,dmrI2，平行轴定理2mdIIc刚体定轴转动定律：IMz定轴转动的动能定理：2122212121IIMdA。文档编码:CC3M5V1

19、G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z

20、3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N

21、6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5

22、V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q

23、5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C

24、6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3

25、M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4转动动能：221IEk,力矩的功：21MdA机械能守恒定律：只有保守内力做功时，则有常数pkEE。刚体的重力势能cpmghEch为质心相对参考点的高度。刚体的角动量定理：dtdLMzz式中ILz刚体的角动量守恒定律：0zM时，常数iizI4.狭义相对论：狭义相对论两条基本原理：相对性原理

26、；光速不变原理。狭义相对论的时空观：洛仑兹坐标变换,同时的相对性；长度收缩：L=L0221cv1）、抗磁质（r1；r是变的；有磁滞现象；存在居里温度）。4.安培定律：dF=IBLd；F=Fd。洛仑兹力公式：F=qBv；磁力的功：A=21Id；磁力矩公式：M=BP；霍耳电压：U2-U1=RHdIB。5.法拉第电磁感应定律：i=-dtdm。其中m=SdBS?。动生电动势公式：id=（Bv）dL；文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N

27、2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M

28、8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:C

29、C3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN

30、6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS

31、4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码

32、:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6

33、HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4自感电动势：L=-LdtdI。长直螺线管的自感系数L=nV2。互感电动势：2)(i=-MdtdI1。两共轴长直螺线管的自感系数M=n1n2V。磁场能量密度：mw=212B；磁场能量：Wm=V212BdV。自感线圈磁场能量：Wm=21LI2；两互感线圈磁场能量：W12=21L1I1221L2I22MI1I2。6.麦克斯韦方程组：SdDS=iiQ；LdEL=dtdm；SdBS=0；LdHL=iiI+dtdD。介质性质方程：D=Er0；B=Hr0；j=E。涡旋电场：ldE

34、L=SdtBS。导线内电动势：i=LdEL。位移电流：Id=dtdD；位移电流密度：jd=dtDd；Id=sjddS传导电流：I=dtdQ；传导电流密度：j=ndSdI；j=qnv；欧姆定律的微分形式：Ej全电流：I全=I Id文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2

35、Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8

36、C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC

37、3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6

38、N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4

39、M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4文档编码:CC3M5V1G4B6 HN6N2Q5Z3P10 ZS4M8C6N6E4