“…Measurements in the semi-anechoic scenarios used in [8] (Fig. 3) have been performed in order to verify the accuracy of the proposed method.…”
Section: Experimental Setup and Resultsmentioning
confidence: 99%
“…Some other limitations are related to the availability of enough samples of the frequency response of the system. However, it is clear that the proposed method may be applied, at least, in any case where the iDFT method [8] is valid, provided that the proposed method performs additional processing on the available measured data but does not modify the acquisition procedure.…”
Section: Conditions For the Applicability Of The Methodsmentioning
confidence: 99%
“…The traditional approach for the iDFT method [8] requires a measurement bandwidth of about 2/dt, where dt is the time delay between the direct ray and the first echo. In the case of the CG model, the required bandwidth has been found to be about 0.5/dt, provided that the parameters of the model have been optimally set up, or about 1/dt if some reasonable error is assumed in the parameters.…”
Section: Antenna Bandwidth Requirementsmentioning
confidence: 99%
“…All these methods allow the accuracy of antenna measurements to be improved also in non-ideal conditions. Some of the authors of this contribution have applied a technique based on the inverse Discrete Fourier Transform (iDFT) to retrieve the real radiation pattern of an antenna measured in a non-ideal environment with interesting results [8]. Considering individually each direction and measuring using a certain bandwidth, it is possible to identify the frequency response of the measurement system consisting of the chamber, the probe and the antenna.…”
Section: Introductionmentioning
confidence: 99%
“…Making use of (10), finding the maximum of the first term in (9) means minimising the exponent in (10). Then, (8) can be reformulated [9 -11] as the minimisation of a cost function J(h) defined as…”
Antenna measurement may be affected by multipath effects when it is carried out in a semi-anechoic chamber or when a fault in the chamber arises. In this study, a sparse deconvolution method is applied to identify clearly the direct and reflected contributions in the time response of the measurement chamber. It is possible to recover the distortion-less radiation pattern by simply removing the reflected wave. This method requires half the bandwidth of other methods. Some significant results are presented to show the accuracy of the proposed approach.
“…Measurements in the semi-anechoic scenarios used in [8] (Fig. 3) have been performed in order to verify the accuracy of the proposed method.…”
Section: Experimental Setup and Resultsmentioning
confidence: 99%
“…Some other limitations are related to the availability of enough samples of the frequency response of the system. However, it is clear that the proposed method may be applied, at least, in any case where the iDFT method [8] is valid, provided that the proposed method performs additional processing on the available measured data but does not modify the acquisition procedure.…”
Section: Conditions For the Applicability Of The Methodsmentioning
confidence: 99%
“…The traditional approach for the iDFT method [8] requires a measurement bandwidth of about 2/dt, where dt is the time delay between the direct ray and the first echo. In the case of the CG model, the required bandwidth has been found to be about 0.5/dt, provided that the parameters of the model have been optimally set up, or about 1/dt if some reasonable error is assumed in the parameters.…”
Section: Antenna Bandwidth Requirementsmentioning
confidence: 99%
“…All these methods allow the accuracy of antenna measurements to be improved also in non-ideal conditions. Some of the authors of this contribution have applied a technique based on the inverse Discrete Fourier Transform (iDFT) to retrieve the real radiation pattern of an antenna measured in a non-ideal environment with interesting results [8]. Considering individually each direction and measuring using a certain bandwidth, it is possible to identify the frequency response of the measurement system consisting of the chamber, the probe and the antenna.…”
Section: Introductionmentioning
confidence: 99%
“…Making use of (10), finding the maximum of the first term in (9) means minimising the exponent in (10). Then, (8) can be reformulated [9 -11] as the minimisation of a cost function J(h) defined as…”
Antenna measurement may be affected by multipath effects when it is carried out in a semi-anechoic chamber or when a fault in the chamber arises. In this study, a sparse deconvolution method is applied to identify clearly the direct and reflected contributions in the time response of the measurement chamber. It is possible to recover the distortion-less radiation pattern by simply removing the reflected wave. This method requires half the bandwidth of other methods. Some significant results are presented to show the accuracy of the proposed approach.
International audienceA measuring technique for antenna gain is presented, based on averaging a normalized transfer function over a distance range. Criteria for setting the distance range are drawn by investigating the effects of reflection and diffraction. Our method is compared to the time-gating method by measuring two low-gain, quasi nondirectional antennas
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