Analog bandpass filter

Abstract

The invention relates to an analog bandpass filter comprising a plurality of LC ladder circuits (1), the response from which is determined by a passband (fpi, fps) and a rejection band (with limits fri and frs). The inventive filter is characterised in that a series of tank circuits (5) is disposed in parallel to the filter charge, the resonance frequencies of said tank circuits coinciding with the lower (fpi) and upper (fps) cut-off frequency of the pass-band of the filter. Furthermore, the filter comprises a control resistor (Rc) which regulates the effect of the tank circuits on the filter. Said structure can be used to compensate the effect of the real limitations of the LC components (1) in order to adjust the response from the analog bandpass filter created with said components to the response from the ideal bandpass filter.

Description

TECHNICAL FIELD OF THE INVENTION

[0002] Comprising numerous LC ladder circuits (1) whose response is defined by a pass band (fpi and fps) and a stop band (0 to fri and frs to ∞); characterized in that in parallel with the filter load they include a series of tank circuits (5) whose resonance frequencies coincide with the lower (fpi) and upper (fps) cut frequencies of the bandpass filter. Furthermore, it comprises a control resistance (Rc) to regulate the effect of the tank circuits on the filter. This structure allows for compensation for the effects of the real limitations of the LC components to adjust the analog bandpass filter created by these components to the response of an ideal bandpass filter.

OBJECTIVE OF THE INVENTION

[0003] The present invention, as described in the title, consists of an analog bandpass filter comprising numerous LC ladder circuits with the objective of compensating for the effect of the limitations, imposed by the real limitations of the analog LC components, that these type of filters present, and all of this to achieve that the filter response approximates the ideal response of a bandpass filter.

BACKGROUND OF THE INVENTION

[0004] The use of bandpass filters in various applications is well known in the state of the art, above all in applications related to telecommunications. A band pass filter is a filter that allows the frequency band situated between the lower pass frequency (fpi) and higher pass frequency (fps) of the input signal to pass, while stopping all the other frequency components.

[0005] In reality it is not possible to generate such abrupt falls between the band that should pass and that which should be stopped by the filter, and for which a lower stop frequency fri (with fri<fpi) and an upper stop frequency frs (with frs>fps) are defined. The frequencies in the input signal inferior to fri and superior to fps will be attenuated according to a design or specification factors. The band pass filters with these characteristics tend to be produced by combining coils and capacitors.

[0006] As is known, coils and capacitors do not have an ideal response as they produce certain resistive losses which provokes variations on the frequency and phase of the filter response created with these components, that is to say, they do not generate the desired filtration. The factor that identifies the losses of the component with respect to its ideal value is defined as quality factor Q. The greater the quality factor the smaller the effect of the resistive losses and therefore finally a response of the bandpass filter very close to the ideal is achieved (FIG. 4).

[0007] Maximum discrepancy between the real and ideal filters is produced at the extremes of the bandpass filter (FIG. 2). This circumstance may give rise to the fact that the filter will not be carried out due to the limitation of the factor Q displayed by the real coils (these are the most limiting analog components due to the fact that the capacitors carry a value Q that is sufficiently high so as not to produce distortion in the majority of cases).

[0008] Experience shows that to achieve good bandpass filters the components to be used should have a Q that is 20 to 25 times greater than the relation f0/f of the filter to be produced, where f0 is the central frequency of the filter and f the filter bandwidth. For high frequencies it is necessary to use components with a very high Q factor, and even so, the transition from the stop band to the pass band is conflictive.

DESCRIPTION OF THE INVENTION

[0009] To solve the obstacles previously mentioned, the current invention has developed a new analog bandpass filter that, like conventional filters, comprises numerous LC ladder circuits and is characterized because in parallel with the filter load it includes two tank circuits (LC) whose resonance frequencies coincide with the lower and upper cut frequencies of the bandpass filter. Furthermore, the invention is characterized because it anticipates a control resistance all of which is to compensate for the effect of the quality factor on the real LC components in the implementation of the bandpass filters, so that the bandpass filter response is adjusted to the ideal response.

[0010] Therefore, one of the tank circuits has a resonance frequency that corresponds to the lower cut frequency of the pass band and the other shows resonance frequency equal to the upper cut frequency of the pass band of the desired bandpass filter.

[0011] The incorporation of the tank circuits produces a distortion in the response of the original filter that compensates for the effect of the real (non ideal) components. This distortion can be controlled by means of the control resistance so that modifying its value adjusts the effects in the extremes of the pass band. For this the control resistance has a value established experimentally to increase or diminish the effect of the tank circuits on the filter response. This value can also be calculated by simulation.

[0012] Equally, the LC components of the tank circuits have a value established experimentally or by simulation to adjust the resonance frequency of each tank circuit so as to achieve that the final response of the filter will be more level and to adjust to the ideal response of the bandpass filter.

[0013] The following drawings are provided to facilitate a better understanding of the present invention and while forming an integral part of the detailed description and the claims, they offer an illustrative but not limited representation of the object of this invention.

BRIEF DESCRIPTION OF THE DRAWINGS

[0014] FIG. 1. Shows the schematic of a conventional bandpass filter.

[0015] FIG. 2. Shows the curve of the real response of a typical conventional analog bandpass filter represented in the previous Figure.

[0016] FIG. 3. Shows the schematic of one example carried out of the analog bandpass filter in this invention.

[0017] FIG. 4. Shows the real response of the filter of this invention represented in the previous Figure.

PREFERRED EMBODIMENT OF THE INVENTION

[0018] The following is a description of the invention based on the drawings described previously.

[0019] FIG. 1 shows the schematic of a conventional bandpass filter composed of numerous LC ladder circuits 1 and on exit 2 resistances 3 are foreseen and on exit the filter load is represented by means of the resistance 4 (not described in greater detail because it is conventional).

[0020] FIG. 2 shows the corresponding drawing of the filter response where |T| is the module of the ratio between the Laplace transform of the output voltage and the transformation of the input voltage of the filter, that is to say: 1$T\left(s\right)=\frac{V_{\mathrm{out}}\left(s\right)}{V_{\mathrm{in}}\left(s\right)};$

[0021] where s is the Laplace transform variable, fpi indicates the lower cut frequency of the pass band, fps the upper cut frequency of the band pass, fri the lower frequency of the stop band and frs the upper frequency of the stop band (as commented on previously in the section entitled BACKGROUND OF THE INVENTION). In the pass band a minimum value for |T| is defined and in the stop a maximum value for |T|.

[0022] As can be appreciated from FIG. 2 the upper part of the filter response shows a curved zone produced by real (non ideal) components. This curve is so far away from the desired ideal response of the bandpass filter that determines that the filter may not be used for the required application.

[0023] To be able to achieve an ideal response from the stop band, the invention foresees placing in parallel with the load (4) of the filter, two tank circuits LC (5), so that one of the tank circuits has a resonance frequency equal to fpi and the other a resonance frequency equal to fps.

[0024] For this the values L1 and C1 are adjusted so that the circuit resonates at the frequency fpi, mentioned previously. These values are calculated by simulation or by a method of trail and error until the real response sufficiently approximates the ideal response being searched for, as shown in FIG. 4.

[0025] In the same way the values L2 and C2 are calculated so that the tank circuit resonates at the frequency fps.

[0026] The tank circuits 5 produce a distortion in original filter response in such a way that it compensates for the effect of the real (non ideal) components identified previously. This distortion is controllable by means of a control resistance Rc so that decreasing the resistance diminishes the distortion and vice versa. Equally the value of the control resistance Rc is also calculated by simulation or by a method of trail and error until the desired response is achieved.

Claims

1. ANALOG BAND PASS FILTER comprising numerous LC ladder circuits whose response is defined by a pass band (fri and fps) and a stop band (whose limits are fri and frs); wherein the LC ladder circuits include in parallel with the filter load, a series of tank circuits whose resonance frequencies coincide with lower (fpi) and upper (fps) cut frequencies of the bandpass filter; where furthermore a control resistance Rc is foreseen, all of which is to compensate for effect of a real limitation of LC components by adjusting a real response of the bandpass filter to an ideal response desired.

2. ANALOG BAND PASS FILTER according to claim 1, wherein that the LC components of the tank circuits have a value selectively calculated by simulation or experimentally to adjust the resonance frequency of each tank circuit to the lower cut (fpi) and the upper cut (fps) frequencies of the bandpass filter.

3. ANALOG BAND PASS FILTER according to claim 1, wherein that the control resistance Rc has a value selectively calculated by a method selected from simulation and experimentally, in order to increase or diminish the effect of the tank circuits on the filter response and to adjust the real response of the bandpass filter to the desired ideal response.