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Microwave
transmission lines are used to transmit
electromagnetic energy in a controlled manner.
In contrast to ordinary circuit theory where
resistance (R), capacitance (C), conductance
(G) and inductance (L) are represented as
lumped constant elements, the R, C, G, and
L of microwave transmission lines are considered
distributed parameters. Hence, the microwave
transmission line is a distributed element
circuit. The electrical length of the microwave
transmission line is a function of the physical
length and the Velocity of Propagation.
The principal mode of propagation in a coaxial
microwave transmission line is the (TEM)
Transverse Electro Magnetic mode. This means
that the electromagnetic field has only
radial components which include the vector
electric field (E) and the vector magnetic
field (H). TEM can exist in all transmission
lines with two or more conductors or in
free space. As the frequency increases,
the wavelength will decrease. Therefore,
the internal dimensions must be proportionally
reduced for mode-free propagation in the
TEM mode. If frequency increases and the
internal radial dimensions remain constant,
the next higher order mode may exist. This
second mode in the coaxial line is transverse
electric mode TE11. In coaxial microwave
transmission lines, the TEM mode propagation
is preferred because a second mode may cause
resonance. A coaxial line may be used at
frequencies that are slightly higher than
the theoretical cutoff because the cutoff
frequency does not mean that resonance will
occur, it only means the possibility of
resonance.
One
of the first things to consider when selecting
or designing a coaxial cable is determining
the temperature requirements. The dielectric
materials selected for the outer jacket
and inner core are some of the limiting
factors affecting the allowable temperature
range.
Cable
style (high flexibility, low flexibility
or semi-rigid) should be the next determination.
Some applications are able to use any of
these styles. Since many flexible cables
perform to the level of semi-rigid, and
have a similar cost to semi-rigid, then
the cost of installation should be considered.
High
flexibility cables require a careful selection
of materials and construction to ensure
a long flex life. For low loss applications,
a solid center conductor is usually preferred.
However, a solid center conductor may limit
flexibility and is not always the most cost
effective for larger diameter cables.
Consider
the cost limitations at all times when selecting
a cable style or design. Overdesign of a
cable may drive the cost unnecessarily high.
A lower cost cable may appear to meet the
requirements initially, but take care to
consider the weaknesses of each individual
style. For example, additional armor can
be supplied over most cable assemblies to
provide extra protection, however, it is
costly.
In
conclusion, specific requirements must be
carefully considered with regard to the
selection of cable and cable assemblies
including but not limited to the frequency
range, VSWR, insertion loss, mechanical
and electrical requirements along with any
environmental or application restrictions.
A thoughtful and precise review of requirements
will result in an optimal design.
Engineering
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