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CS5378 数据表(PDF) 52 Page - Cirrus Logic |
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CS5378 数据表(HTML) 52 Page - Cirrus Logic |
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52 / 88 page ![]() CS5378 DS639F2 52 14. IIR FILTER The infinite impulse response (IIR) filter block consists of two cascaded stages, IIR1 and IIR2. It creates a high-pass corner to block very low-fre- quency and DC components of the input signal. On-chip IIR1 and IIR2 coefficients can be selected using a configuration command, or the coefficients can be programmed for a custom filter response. 14.1 IIR Architecture The architecture of the IIR filter is automatically determined when the output filter stage is selected in the FILTCFG register. Selecting the 1st order IIR1 filter bypasses the 2nd order stage, while se- lecting the 2nd order IIR2 filter bypasses the 1st or- der stage. Selection of the 3rd order IIR3 filter enables both the 1st and 2nd order stages. 14.2 IIR1 Filter The 1st order IIR filter stage is a direct form filter with three coefficients: a11, b10, and b11. Coeffi- cients of a 1st order IIR are inherently normalized to one, and should be scaled to 24-bit two’s com- plement full scale, 0x7FFFFF. The characteristic equations for the 1st order IIR include an input value, X, an output value, Y, and two intermediate values, W1 and W2, separated by a delay element (z-1). W2 = W1 W1 = X + (-a11 * W2) Y = (W1 * b10) + (W2 * b11) 14.3 IIR2 Filter The 2nd order IIR filter stage is a direct form filter with five coefficients: a21, a22, b20, b21, and b22. Coefficients of a 2nd order IIR are inherently nor- malized to two, and should be scaled to 24-bit two’s complement full scale, 0x7FFFFF. Normal- ization effectively divides the 2nd order coeffi- cients in half relative to the input, and requires modification of the characteristic equations. The characteristic equations for the 2nd order IIR include an input value, X, an output value, Y, and three intermediate values, W3, W4, and W5, each separated by a delay element (z-1). The following Z-1 Z-1 Z-1 -a11 b11 b10 -a21 -a22 b21 b22 b20 Figure 30. IIR Filter Block Diagram 1st Order IIR1 2nd Order IIR2 3rd Order IIR3 implemented by running both IIR1 and IIR2 stages |
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