第六章 平面电磁波

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第六章 平面电磁波. 第 5 章的麦克斯韦理论表明 : 变化的电场激发变化的磁场,变化的磁场激发变化的电场,这种相互激发、在空间传播的变化的电磁场 称为 电磁波( electromagnetic wave )。 我们所知道的无线电波、电视信号、雷达波束、激光、 X 射线和  射线等等都是电磁波。 电磁波可以按等相位面的形状分为 平面波、柱面波和球面波。 平面波 : 等相位面 是指空间振动相位相同的点所组成的面,等相位面是平面的电磁波; 均匀平面 波是指等相位面上场强处处相等的平面波。. - PowerPoint PPT Presentation

Transcript of 第六章 平面电磁波

  • 5: electromagnetic waveX

  • 6.1

    (homogeneous)()( )isotropic( )

  • 5 6-1 6-2 xy6-1

  • xy6-1 6-3 6-4 : z (z): z(z) , z(traveling wave

  • 6-5 6-6 : 6-7

  • 6-8 wave impedanceintrinsic impedance free space 6-8 6-9 6-86-6

  • 6-8 6.1.2 (1)EH Transverse Electro-Magnetic waveTEM (2)EH 6-9

  • (3) 6-7 6-10 (plane of constant phase) plane wavexy uniform plane wave

  • 6-16-10 phase speed const

  • =0 6-11

    6-11 6-12 kwave-numberkz kk(phase constant)

  • k (4) (6-7)(6-8) (6-13) (5) :

  • 6-14 T

    6-2 6-136-146-15

  • (6) 6-16a 6-16b 6-16c 6-16d

  • 6.2 ()

    (6-17a)

    (6-17b)

    (6-17c) (6-17d)

  • 5 (6-17e) 6-17d 6-18 6-19a 6-19b

  • : (). 6-17

  • 6-20a

    6-20c

    6-20d 6-20bpropagation constant6-20TEM

  • 6-20c

    6-21a 6-21b x

  • 6-22a

    6-22b

    6-23a

    1dBNp (dB) 6-24a

    6-22c6-23battenuationconstant

  • (Np) 6-24b 1Np 1Np8.686dB/(Np/m)/(dB/m) 26-23 6-25 phase constant

  • k

    (3)6-26a6-26b

  • 6-4

  • (4) 6-27

  • 915MHz2450MHz5800MHz22125MHz915MHz2450MHz(5)

    6-28a

    6-28b

  • : (6)

    6-26

    6-29

  • 7 6-30a

    6-30b

    6-30c

  • =5.8107 S/m=6.15107 S/m 16-21 6-20d 6-31a 6-31b 6-31c

  • 2 6-32vpvp106Hzvp=415m/sn 6-33

  • 107skin effectdepth of penetration36.8% 6-34

  • 6-150Hz464kHz10GHz6-34mm

    m

    m

  • ,)

  • 6-250Hz105HzS/m 105Hz

    m m

  • 6-31c 3

  • 6-5 z ( 6-5)

  • x 6-35surface resistivity

    6-36

    6-37

  • 6-5z H0

  • W/m2 6-38 6-5L 6-39

  • a 6-40a 6-40b

  • Q 1 (dispersive):

  • 2 v,c 1 t ,

  • ,2

  • EnvelopeGroupVelocity6-41

  • 6-41 3

  • 6-42

  • 6.3

    zxyxy 6-43 6-44a 6-44b () ExmEym

  • polarization

    1x6-45

  • Elinear polarization6-6

  • 2 =E 6-46a

    x

  • z circular polarization right-handed circularly polarized wave left-handed circularly polarized wave6-7 z ,

  • 6-8azz6-8bz

  • 3 6-446-44

  • 6-47 6-9elliptical polarization

  • ,6-44 :

  • 6-6-2

  • 6.4 . 6-10z transmitted wave,reflected wave.

  • 6-10()()zx 6-48a 6-48b x

  • 6-49a 6-49b6-486-49 6-50 6-51a 6-51b6-52a

  • 6-53a 6-53b: nodal point loop point6-52b 6-536-11

  • standing wave

  • 6-54

    6-552

  • 6-56a 6-56b 6-56c

  • 6-10 ( )( )xz x (6-48)(6-49) 6-57a 6-57b

  • 6-58a 6-58breflection coefficient R T

  • 6-58 6-59a 6-59b 6-59c 6-60a 6-60b 6-60c 6-60d

  • 6-60a6-60b6-61a 6-61b 6-12

  • n=012 6-62a 6-62b 6-62c 6-62d

  • 6-63

  • : z: standing wave ratio 6-64a 6-64b 6-60a6-60b z6-65a

  • z 6-65b z z (z
  • 6-31c 6-59a

  • (6-67)

  • z 6-76a 6-76b kz=z=z6-15a z 6-77 6-15b

  • 6-78a 6-78b

  • 6-78c 6-78d 6-78e kPropagation Vector 6-78a

  • z 6-79 z z6 -16AP

  • ,oblique incidenceplane of incidence. parallel polarized wave

  • 1 6-17a xz . 6-80a 6-80b

  • y 6-80c 6-80d

  • refracted wave 6-80e 6-80f 6-81 xy 6-82a 6-82b

  • 6-82b6-82b

    6-83a 6-83b :

  • 6-82b

    6-84 (Snell),

  • 6-82arefraction coefficient 6-85a 6-85b (A. J. Fresnel) 6-85c

  • 2.

    6-17b 6-86a 6-86b 6-86c

  • 6-87a 6-87b 6-18 Brewster Angle 6-87a 6-88 6-85a

  • 6-89

  • 1 6-19axz 6-90 6-91a

  • 6-91b

  • (1)xTransverse Electric waveTEx 6-92 x

  • (2)zz (3) .y ,,4TE

  • (4) 6-93 x 6-94 x x (5) 6-95

  • 2 6-19b 6-86 6-96 6-97a 6-97b 6-97c

  • 90o critical angle xzTransverse Magnetic waveTM 6-98

  • 6-896-87a1total reflection