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ECE 1100 Introduction to Electrical and Computer Engineering

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Intermediate EM Waves. Dipole on Ocean. Goal: Find Ey (r0) y. ocean. dipole (Il = 1) z ... From plane-wave theory we have: y. z. Arbitrary Angle (cont.) Summary: ... – PowerPoint PPT presentation

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Title: ECE 1100 Introduction to Electrical and Computer Engineering


1
ECE 6340 Intermediate EM Waves
Fall 2005
Prof. David R. Jackson ECE Dept.
Notes 28
2
Dipole on Ocean
Goal Find Ey (r0)
3
Dipole on Ocean (cont.)
Geometry for reciprocity
The ocean is the body.
4
Dipole on Ocean (cont.)
The reaction lt a, b gt is the field we are trying
to calculate.
5
Dipole on Ocean (cont.)
The reaction lt b, a gt is the field at the surface
of the ocean due to the testing dipole.
6
Dipole on Ocean (cont.)
7
Dipole on Ocean (cont.)
8
Dipole on Ocean (cont.)
To find the incident field
where
Hence
9
Dipole on Ocean (cont.)
Therefore, we have
Hence, from reciprocity,
10
Dipole on Ocean (cont.)
Summary
11
Arbitrary Angle ?
Now consider an arbitrary observation angle ?
(observation point stays in yz plane)
y
Hence
12
Arbitrary Angle ? (cont.)
From plane-wave theory we have
13
Arbitrary Angle ? (cont.)
Summary
14
Arbitrary Angle ? (cont.)
Summary (cont.)
15
Arbitrary Angles ? and ?
Most general case (arbitrary ? and ?)
16
Arbitrary Angles ? and ? (cont.)
Hence
Note the reflection coefficient depends only on
? and not ?.
A similar calculation can be done to determine
the ? polarization
17
Arbitrary Angle ? (cont.)
18
Arbitrary Surface Current
z
?
Jsy ( x, y )
y
19
Arbitrary Surface Current (cont.)
Similarly,
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