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This reference design can be used as a starting design point when efficient implementations of very high data rate (over 1 Gsps) Single Rate FIRs are required.
This design example shows two distinct FPGA implementations of a 2nd order IIR filter in Direct Form I, and compares them to the double precision Simulink IIR filter block.
This design shows a T/2 adaptive Fractionally Space Equalizer (FSE) operating on a 16-QAM data source with noise and filtering introduced in the channel model.
This design demonstrates how multiple IIR filters can be implemented using a single time-shared second-order section (biquad). Specifically, 15 distinct IIR filters, each consisting of four cascaded biquads, are realized in a "folded" architecture that uses a single hardware biquad.
This design shows two distinct FPGA implementations of a 2nd order IIR filter in Direct Form II, and compares them to the double precision Simulink IIR filter block.
This design demonstrates the calculation of the determinant of a 3x3 matrix with real, single precision floating point elements. It showcases the Black Box block for bringing hand-coded VHDL or Verilog code into Model Composer. It also shows the DSPFP32 for performing floating-point operations on Versal devices.
This design is a logic and cores implementation of a Fibonacci number generator. That is, given a non-negative integer n, it computes the recursively defined sequence x_0 = 1, x_1 = 1, ... , x_n = x_{n-2} + x_{n-1}.
This design implements a Fibonacci number generator in an MCode block. That is, given a non-negative integer n, it computes the recursively defined sequence x_0 = 1, x_1 = 1, ... , n_n = x_{n-2} + x_{n-1}.
This design implements a digital down converter that reduces the sampling rate of the input signal to match the desired output sampling rate. In this example we go from 1.5GSPS to 187.5MSPS.
This design shows a 273-tap polyphase FIR filter, which consumes 4 samples per clock cycle, interpolate by 2 (1 GSPS input rate to 2GSPS output rate), and Symmetric coefficients using FIR compiler blocks.
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