Adaptive Filter | ADPCM | ADSP | ADSP-2181 | Aliasing | AMR | Anti-Aliasing | ARMA | Autocorrelation | AutoCovariance | Beamforming | Bessel | Blackfin | Butterworth | C6713 | CCS | Chebyshev | CIC Filter | Circular Convolution | Code Composer Studio | Comb Filter | Compression | Convolution | Cross Correlation | DCT | Decimation | Deconvolution | Demodulation | DM642 | DSP Boards | DSP/BIOS | DTMF | Echo Cancellation | Equalization | Equalizer | ETSI | EZLITE (Ez-kit Lite) | FFT | FFTW | FIR Filter | Fixed Point | FSK | G.711 | G.723 | G.729 | Gaussian Noise | Goertzel | GPIO | Hilbert Transform | IFFT | IIR Filter | Interpolation | Invariance | JTAG | Kalman | Laplace Transform | Levinson | LPC | McBSP | MIPS | Modulation | MPEG | Multirate | Notch Filter | Nyquist | OFDM | Oversampling | Pink Noise | Pitch | PLL | Polyphase | QAM | QDMA | Quantization | Quantizer | Radar | Random Noise | Reed Solomon | Remez | Resampling | RTDX | Sampling | Sharc | TI C6711 | Undersampling | Viterbi | Wavelets | White Noise | Wiener Filter | Windowing | XDS510PP | Z Transform

Hi, here

I don't understand the definition of the Sampling frequency in
802.16Rev2/D2

It is defined as

Fs = floor(n*BW/8000)*8000    where, n=8/7 is the sampling factor.

Q1: According to the Nyquist Sampling Theorem, the Fs should be larger
than 2 times of BW. But here, Fs is similar to BW. Why?

Q2: What is the usage of the function floor( ) ?

Thanks for your time.

--
Jia

______________________________
New DSP Code Snippets Section now Live.   Learn more about the reward program for contributors here.

On Feb 29, 5:10 am, jia <jia.qing...@gmail.com> wrote:
> Hi, here
>
> I don't understand the definition of the Sampling frequency in
> 802.16Rev2/D2
>
> It is defined as
>
> Fs = floor(n*BW/8000)*8000    where, n=8/7 is the sampling factor.
>
> Q1: According to the Nyquist Sampling Theorem, the Fs should be larger
> than 2 times of BW. But here, Fs is similar to BW. Why?
>
> Q2: What is the usage of the function floor( ) ?
>
> Thanks for your time.
>
> --
> Jia

the answer to your question can be had by searching the COMP.DSP
postings previously..please use various keywords related to your
problem and understanding and you will surely find..since i remember
in COMP.DSP 2 sets of topic discussions were there on this and each
went to not less than 10 messages or replies from different authors

______________________________
New DSP Code Snippets Section now Live.   Learn more about the reward program for contributors here.