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HSP43124PC-33 Datasheet(PDF) 8 Page - Intersil Corporation |
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HSP43124PC-33 Datasheet(HTML) 8 Page - Intersil Corporation |
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8 / 17 page ![]() 8 NOTE: Figure 8 shows the loading of a data sample, X0, such that it will be multiplied by a mix factor designated by M0. For mix factor bit widths which are less than the input bit width, SYNCMX may be asserted before SYNCIN if desired. If the mix factor is generated by the Weaver Modulator ROM, the mix factor must be specified on MXIN and SYNCMX one SYNCIN before that which precedes the target data word (see Figure 9). Filter Compute Engine The Filter Compute Engine centers around a multiply accumulator which is used to perform the sum-of-products required for a variety of filtering configurations. These configurations include a cascade of up to 5 halfband filters, a single symmetric filter of up to 256 taps, a single asymmetric filter of up to 128 taps, or a cascade of halfband filters followed by a programmable filter. The filter configuration is specified by programming the Filter Configuration Register (see Table 1). The cascade of up to five halfband filters is an efficient decimating filter structure. Each fixed coefficient filter in the chain introduces a decimation of two, and the aggregate decimation rate of the entire halfband filtering stage is given by: Thus, a cascade of 3 halfband filters would decimate the input sample stream by a factor of 8. Figure 10A is a block diagram of the halfband filter section. The normalized frequencies for each halfband stage is labeled. Figure 10B is an illustration of a cascaded filter composed of five halfband filters. The final stage filter output is clocked at FCLK/32. Since the output of each filter is at half the rate of the input, the five halfband filter passband characteristics can be viewed on a single plot whose X axis is normalized to the filter output clock rate. Notice that all halfband filters, by design, have 120dB passbands that are less than the output rate divided by 2. Since the alias profile is well below -120dB in the filter passband, alias concerns are eliminated. The frequency responses of the five filters are presented graphically in Figure 10C and in tabular form in Table 3. Notice that the 6dB passband bandwidth (F = 0.25) is identical for all five halfband filters. The width of the transition band, however, is different for each filter. The transition band for the fifth halfband filter, HB5, is the narrowest while that for the first halfband filter, HB1, is the widest. The cascade of the halfband filters always terminates with HB5 and is preceded by filters in order of increasing transition bandwidth. For example, if the HSP43124 is configured to operate with three halfbands, the chain of filters would consist of HB3 followed by HB4 and terminated with HB5. If only one halfband is selected, HB5 is used. DIN SCLK SYNCIN SYNCMX MXIN LSB LSB X0 M0 MSB LSB LSB MSB FIGURE 8. DATA/MIX FACTOR SYNCHRONIZATION FOR SERIALLY INPUT MIX FACTORS SYNC LEADS DATA DIN SCLK SYNCIN X0 SYCNMX/ MXIN M0 MSB LSB LSB FIGURE 9. DATA/MIX FACTOR SYNCHRONIZATION WEAVER MODULATOR MIX FACTORS SYNC LEADS DATA DECHB = 2 (NUMBER OF HALFBAND FILTERS SELECTED) (EQ. 1) HSP43124 |
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