enrico
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Dear All,
Alternatively to image rejection mixers (IRM) or image filter, many wide band radios working in HF (0 to 30 MHz) band adopt the use of a 2nd or even 3rd conversion (double or triple heterodyne conversion) claimed by some folks to supress the image frequency and adjacent interferences.
May be someone could explain how a 2nd (or 3rd) conversion would help to reduce (or eliminate) the image frequency, based on the fact that the image frequency falling in the same frequency of the 1st IF cannot be further separated or supressed afterwards within the 2nd (or 3rd) IF frequency ?
I would really appreciate if someone could give me an insight about the relationship of the 2nd (or 3rd) IF with the suppression of the image frequency. In my opinion, the 2nd (or 3rd) conversion would not further reduce the image frequency, but just the fact that the filters used in lower frequencies (IF) would be less expensive and have high-Q leading good shape factor (e.g. Collins mechanical filter, xtal filters). Also having two or more conversions would help to divide the necessary gain in different frequencies to prevent oscillation, against too much gain in one stage/one frequency. Thus, in conclusion, the 2nd (and 3rd) conversion would then help to eliminate adjacent interferences, so selectivity is the reason for adopting double or triple conversions and in fact the image rejection is reduced solely in the 1st IF conversion and as far as it concerns, the far (high) is the LO frequency from the desired signal (RF), better is the rejection due to the fact the image will fall further away.
Thanks.
Please note the two possible cases (high or low side injection) :
Fimage=Fwanted + 2*IF (if FLO > Fwanted, high side injection)
or
Fimage=Fwanted - 2*IF (if FLO < Fwanted, low side injection)
Alternatively to image rejection mixers (IRM) or image filter, many wide band radios working in HF (0 to 30 MHz) band adopt the use of a 2nd or even 3rd conversion (double or triple heterodyne conversion) claimed by some folks to supress the image frequency and adjacent interferences.
May be someone could explain how a 2nd (or 3rd) conversion would help to reduce (or eliminate) the image frequency, based on the fact that the image frequency falling in the same frequency of the 1st IF cannot be further separated or supressed afterwards within the 2nd (or 3rd) IF frequency ?
I would really appreciate if someone could give me an insight about the relationship of the 2nd (or 3rd) IF with the suppression of the image frequency. In my opinion, the 2nd (or 3rd) conversion would not further reduce the image frequency, but just the fact that the filters used in lower frequencies (IF) would be less expensive and have high-Q leading good shape factor (e.g. Collins mechanical filter, xtal filters). Also having two or more conversions would help to divide the necessary gain in different frequencies to prevent oscillation, against too much gain in one stage/one frequency. Thus, in conclusion, the 2nd (and 3rd) conversion would then help to eliminate adjacent interferences, so selectivity is the reason for adopting double or triple conversions and in fact the image rejection is reduced solely in the 1st IF conversion and as far as it concerns, the far (high) is the LO frequency from the desired signal (RF), better is the rejection due to the fact the image will fall further away.
Thanks.
Please note the two possible cases (high or low side injection) :
Fimage=Fwanted + 2*IF (if FLO > Fwanted, high side injection)
or
Fimage=Fwanted - 2*IF (if FLO < Fwanted, low side injection)
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