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Re: [Discuss-gnuradio] Strategy advice


From: Steven Clark
Subject: Re: [Discuss-gnuradio] Strategy advice
Date: Tue, 23 Oct 2007 13:36:02 -0400

On 10/18/07, Johnathan Corgan <address@hidden> wrote:
One approach then would be to ensure this never happens, i.e., add a
small epsilon to each input stream, and make epsilon small enough to not
sufficiently impact the results for "typical" input values.  Normalizing
the conjugate product will then give you the cosine as the real value,
as you mentioned.  Or, you could just divide the abs value into the real
value of the product, and avoid the extra calculation of the normed
imaginary part which you are going to throw away.


Thanks for the replies guys. The above is the approach I went with.
It seems to work well, and gave a further BER improvement to my GMSK demod experiments.

For those interested, here is how I'm using it in the context of GMSK demod:

        self.kc = gr.kludge_copy(gr.sizeof_gr_complex)
        self.delay = gr.delay(gr.sizeof_gr_complex, 2*self._samples_per_symbol) #2T delay
        self.conj = gr.conjugate_cc()
        self.mult = gr.multiply_cc()
        self.c2mag = gr.complex_to_mag()
        self.safety_add = gr.add_const_ff(0.0000001)
        self.c2f = gr.complex_to_float ()
        self.rescaler = gr.divide_ff()
        self.sub = gr.add_const_ff(-self._decision_threshold)
        samp_per_sec = samples_per_symbol * sym_per_sec
        pre_cr_filt_bw = sym_per_sec*pre_cr_filt_bt
        pre_cr_filt_taps = gr.firdes.low_pass(1.0, samp_per_sec, pre_cr_filt_bw, pre_cr_filt_tr*samp_per_sec, gr.firdes.WIN_HAMMING)


        self.pre_cr_filt = gr.fir_filter_fff(1, pre_cr_filt_taps)

        # the clock recovery block tracks the symbol clock and resamples as needed.
        # the output of the block is a stream of soft symbols (float)
        self.clock_recovery = gr.clock_recovery_mm_ff(self._omega, self._gain_omega,
                                                      self._mu, self._gain_mu,
                                                      self._omega_relative_limit)

        # slice the floats at 0, outputting 1 bit (the LSB of the output byte) per sample
        self.slicer = gr.binary_slicer_fb()

        [...]

        # Connect & Initialize base class
        self.connect(self, self.kc, self.delay, self.conj, (self.mult, 0))
        self.connect (self.kc, (self.mult, 1))
        self.connect(self.mult, self.c2f, (self.rescaler, 0))
        self.connect(self.mult, self.c2mag, self.safety_add, (self.rescaler, 1))
        self.connect(self.rescaler, self.pre_cr_filt , self.sub, self.clock_recovery, self.slicer, self)


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