Concentric Transmission Lines
|
|
Characteristic impedance in ohms is given by

R-f resistance in ohms per foot of copper line,
is given by

Attenuation in decibels per foot of line,
is given by

|
|
Where: |
Z
r
a
d1
d2
f
|
=
=
=
=
=
=
|
characteristic impedance in ohms,
radio frequency resistance in ohms per foot of
copper line,
attenuation in decibels per foot of
line,
the inside diameter of the outer
conductor, expressed in inches,
the outside diameter of the inner
conductor, expressed in inches,
frequency in megacycles.
|
Two-Wire Open Air Transmission Lines
|
Characteristic impedance in ohms is given by

Inductance in micro henrys per foot of line is
given by

Capacitance in micromicrofarads per foot of line
is given by
|
|
|
|
Attenuation in decibels per foot of wire is given
by

R-f resistance in Ohms per loop-foot of
wire, is given by

|
|
Where: |
Z
D
d
L
C
db
Rf
f
|
=
=
=
=
=
=
=
=
|
characteristic impedance in ohms,
spacing between wire centers in inches,
the diameter of the conductors in inches,
inductance in microhenrys per foot of
line, capacitance in micromicrofarads
per foot of line,
attenuation in decibels per foot of wire,
r-f resistance in ohms per loop-foot of
wire, frequency in megacycles.
|
Vertical Antenna
|
|
The capacitance
of a vertical antenna, shorter than one-quarter
wave length at its operating
frequency, is given by
|
|
Where: |
Ca
l
d
f
e
|
=
=
=
=
=
|
capacitance og the antenna in micromicrofarads,
height of antenna in feet,
diameter of antenna conductor in inches,
frequency in megacycles.
2.718 (the base of the natural system of logarithms).
|
|