Method of, and demodulator for, digitally demodulating an SSB signal

• US 4,803,700 A
• Filed: 06/10/1986
• Issued: 02/07/1989
• Est. Priority Date: 06/12/1985
• Status: Expired due to Fees

• Current Assignee: US Philips Corporation (Koninklijke Philips N.V.)
• Original Assignee: US Philips Corporation (Koninklijke Philips N.V.)
• Inventors: Dewey, Richard J., Collier, Christopher J.
• Primary Examiner(s): Safourek, Benedict V.
• Assistant Examiner(s): Telesz, Jr., Andrew J.
• Application Number:
  US06/872,775
• Time in Patent Office: 973 Days
• Field of Search: 375/77, 375/43, 455/202, 455/203, 329/50, 364/724, 370/70, 358/23, 358/31
• US Class Current: 375/321
• CPC Class Codes: H03D 1/24 for demodulation of signals wherein one sideband or the carrier has been wholly or partially suppressed receiver circuits H04B1/302

Abstract

An SSB signal demodulator comprising an analog bandpass filter for band-limiting such signal, an analog-to-digital converter 20 for digitizing the band-limited signal, and a pair of quadrature related decimating filters (28, 29) for deriving quadrature related decimated signals therefrom which are applied to a Hilbert transform pair (30, 31). The upper or lower sideband signal is obtained by taking the sum or difference of the outputs of the Hilbert transform pair, and the resulting digital signal is reconverted to an analog signal. By using a decimation factor which is an odd numbered integer greater than 1, the periodic transfer function of the demodulator has alternate passbands and stopbands. This relaxes the performance requirements of the analog filter and of the Hilbert transform pair, and greatly enhances the adjacent channel selectivity of the demodulator.

Claims

1. An improved method of demodulating an SSB signal, which method comprises:

analog filtering the SSB signal;

subjecting the filtered SSB signal to analog-to-digital conversion at a sampling frequency f_s and to quadrature mixing with a locally generated carrier wave at a frequency f_c =fs/y, where y is an integer greater than 1, so as to derive a pair of quadrature-related digital signals;

applying the respective quadrature-related digital signals to respective signal transmission paths in which they are each digitally filtered and decimated; and

combining the decimated digital signals from both of said transmission paths to derive a demodulated digital SSB signal;

such improvement being characterized in that;

the quadrature-related digital signals are digitally filtered and decimated in each transmission path using a decimation factor whichis an odd-numbered integer greater than 1; and

in one of said paths the decimated digital signal therein is thereafter subjected to a Hilbert transform operation producing a -90°

phase shift of frequency components thereof which are in an upper sideband extending from fc to +fs/2 and producing a '"'"'90°

phase shift of frequency components thereof which are in a lower sideband extending from f_c to -fs/2;

whereby the combined demodulated digital SSB signal is derived in a frequency passband which is flanked by frequency stopbands.

2. A method as claimed in claim 1, wherein the analog-to-digital conversion is effected prior to the quadrature mixing operation.

3. A method as claimed in claim 1, wherein y=4.

4. A method as claimed in claim 1, wherein the frequency passband of the analog filtering operation is centered on a frequency of f_s (n±

1/y) where n is an integer.

5. A method as claimed in claim 1, wherein the frequency passband of the analog filtering operation has a cut off frequency of f_s (n±

1/y) where n is an integer.

6. An improved SSB analog signal demodulator, which demodulator comprises:

an analog filter which receives the SSB analog signal and produces a filtered SSB analog signal at an output thereof;

first and second signal transmission paths and means coupling such paths to the output of said analog filter, such coupling means effecting analog-to-digital conversion at a predetermined sampling frequency f_s and mixing with locally generated carrier waves at a predetermined frequency f_c =fs/y, where y is an integer greater than 1, to thereby convert the filtered SSB signal to respective digital signals which are respectively coupled to said first and second transmission paths, the locally generated carrier waves being in quadrature so that the respective digital signals are in quadrature;

first and second digital decimating filters respectively comprised in said first and second transmission paths, the decimating filter in each transmission path decimating the digital signal therein to derive a decimated digital signal at an output of such filter, the decimated signals so produced at the outputs of the first and second decimating filters being in quadrature;

and signal combining means coupled to the outputs of the first and second decimating filters for combining the decimated digital signals in both of said transmission paths to derive a demodulated digital SSB signal;

such improvement being characterized in that;

said first and second decimating filters respectively decimate the digital signals in the first and second transmission paths by a decimation factor which is an odd-numbered integer greater than 1; and

the outputs of said first and second decimating filters are coupled to said signal combining means by respective Hilbert transform stages, the Hilbert transform stage coupled to the output of the first decimating filter producing a -90°

phase shift of frequency components of the decimated signal in the first transmission path which are in an upper sideband extending from f_c to +f_s /2, and producing a +90°

phase shift of frequency components of such decimated signal which are in a lower sideband extending from fc to -f_s /2;

the Hilbert transform stage coupled to the output of the second decimating filter delaying the decimated digital signal in the second transmission path without phase shifting thereof;

whereby said demodulator has a frequency selectivity characteristic comprising a frequency pass-band flanked by frequency stop-bands, the demodulated digital SSB signal being derived within said frequency pass-band.

7. A demodulator as claimed in claim 6, wherein y=4.

8. A demodulator as claimed in claim 6, wherein the frequency pass band of the analog filter is centered on a frequency of f_s (n±

1/y) where n is an integer.

9. A demodulator as claimed in claim 6, wherein the frequency pass band of the analog filter has a cut-off frequency of f_s (n±

1/y) where n is an integer.