BACKGROUND OF THE INVENTION
[0001] The present invention relates to a resonant cavity filter for microwave signals.
[0002] Typically, a filter for microwave signals consists of a panel comprising a succession
of resonant cavities communicating with each other through a longitudinal passage.
The size and central frequency of the passband of the filter depend on the size and
number of these resonant cavities.
[0003] The usual criteria for the choice of a filter are the following:
- low loss in transmission and high attenuation of matching in the passband,
- a high rejection in near band,
- good behavior in temperature throughout the band,
- simple manufacture to obtain low cost price.
[0004] Furthermore, owing to the widespread miniaturization of electronic equipment, it
is now becoming essential to have small-sized filters.
[0005] The invention therefore is the result of research carried out on filters for microwave
signals with a view to reducing their size and making them more compact.
SUMMARY OF THE INVENTION
[0006] To this end, an object of the invention is a filter for microwave signals comprising
a plurality of resonant cavities and a longitudinal passage, connecting them to each
other, wherein said plurality of resonant cavities and said longitudinal passage are
entirely filled with a dielectric material whose relative permittivity ε
r is greater than one.
[0007] Thus, the waves get propagated inside the filter in a dielectric material with a
permittivity greater than that of air (ε
r=1), making it possible to reduce the volume of the resonant cavities of the filter
and therefore increase the compactness of the filter. Indeed, the Maxwell equations
show that the electromagnetic behavior of an air-filled metal body is identical to
that of this same body filled with a dielectric material having a relative permittivity
ε
r provided that the size of this material is reduced by a ratio √

on each of its dimensions.
BRIEF DESCRIPTION OF THE DRAWINGS
[0008] The characteristics and advantages of the invention mentioned here above as well
as others shall appear more clearly in the following description made with reference
to the single figure, Figure 1, which gives a view in perspective of a passband filter
according to the invention.
[0009] For reasons of convenience, the following description shall refer to a passband filter
without any limit being placed on the type of filters concerned by the invention.
[0010] The solution proposed by the invention for reducing the size of the filters for microwave
signals consists in filling the resonant cavities of the filter and the longitudinal
passage connecting them with a dielectric material having a relative permittivity
ε
r greater than that of air. Thus, the medium of propagation of a standard filter, namely
air, is replaced with a dielectric material having a permittivity greater than one.
[0011] A structure of this kind enables a gain in volume corresponding to the value of ε
r3/2 as compared with that of a standard filter. For example, if we use a dielectric material
with a permittivity of 4, the gain in volume is 8.
[0012] An exemplary passband filter 1 according to the invention is shown in the single
figure. This filter has four successive resonant cavities 2 connected to each other
by a longitudinal passage 3, an input port 4 and an output port 5 at the two ends
of the succession of cavities, all these elements being hollowed out of a perfectly
conductive metal block. Naturally, the block shown is surmounted by a metal hood (not
shown).
[0013] According to the invention, the resonant cavities 2, the longitudinal passage 3 as
well as the port 4 and the port 5 of the filter are entirely filled with a dielectric
material having a relative permittivity ε
r greater than one. The dielectric material is a ceramic material, for example a styrene
copolymer.
[0014] This filter structure then has a small space requirement which is a consequence of
two observations:
- a filter structure having a given response at the frequency f0 will have the same response as the frequency

when it is filled with a dielectric having a permittivity εr; and
- the central frequency f0 of a filter is transposed to the frequency k.f0 when its dimensions are uniformly reduced by a factor k (k≥1).
[0015] Thus, the reduction of the dimensions of the filter by a factor k is compensated
for by the fact that it is filled with a dielectric having a relative permittivity

.
[0016] Preferably, the dielectric used is homogeneous, namely it has microscopic characteristics
that are uniform in space, and it is isotropic, namely its characteristics are identical
in all directions so as not to introduce excessive electromagnetic losses.
[0017] Indeed, it may be recalled that the dielectric character of a material is displayed
by the appearance of polarizing dipoles at each molecule that constitutes it when
it is exposed to an electrical field. This phenomenon is modelled by a distribution
of fictitious loads distributed in the volume and on the surface of the material.
For a homogeneous, linear and isotropic dielectric, the bias is written as follows:

where
χ is a scalar constant that is proper to the material and is called electrical susceptibility.
Within a dielectric of this kind, the electric magnetic fields are defined by the
Maxwell equations in taking

. Conduction and absorption phenomena within the dielectric lead to losses of electromagnetic
energy. This is taken into account by the introduction of an imaginary part of the
electrical susceptibility. The permittivity then becomes complex and is written as

. The energy losses within the dielectric are expressed by the factor ε''/ε'. The
lower this factor, the lower are the losses.
[0018] Consequently, the dielectric material chosen advantageously has a very low factor
ε''/ε', for example below 0.002. However, the fact remains that a material of this
kind always has losses; it cannot therefore be used for applications requiring very
low insertion losses.
[0019] Apart from the insertion losses, a filter of this kind however has high electrical
characteristics. It even has a near-band rejection that is greater than that of a
classic filter.
[0020] Furthermore, the other criteria for choosing the dielectric material are the following:
it must be easy to machine or mold, insensitive to ageing and have an coefficient
of expansion close to that of the metal in which the cavities are made.
[0021] In the exemplary embodiment of Figure 1, it is furthermore planned, for the junction
of a coaxial cable at the input and output of the filter, to have holes 6 and 7 in
the dielectric at the level of the input port 4 and output port 5 of the filter. These
holes 6 and 7 are designed respectively to receive the core of the coaxial cable at
input and the core of the coaxial cable at output.
[0022] For a junction with a standard rectangular waveguide having a different impedance
value and a different section, it is planned to introduce a quarter-wave line between
the guide and the corresponding port of the filter for the impedance matching and
a convergent guide to provide for the change in sections.
1. A filter for microwave signals comprising a plurality of resonant cavities and a longitudinal
passage connecting them to each other, wherein said plurality of resonant cavities
and said longitudinal passage are entirely filled with a dielectric material whose
relative permittivity εr is greater than one.
2. A filter according to claim 1, wherein the dielectric material is a homogeneous and
isotropic ceramic material.
3. A filter according to claim 2, wherein the dielectric material is a styrene copolymer.
4. A filter according to one of the claims 1 to 3, wherein the chosen dielectric material
has a relative permittivity

for which the ratio ε''/ε' is low.