`timescale 1ns / 1ns // Applies a pair of complex couplings to an interleaved IQ data stream // Larry Doolittle, LBNL, May 2014 // Uses two multipliers // Fabric use is dominated by an 18-bit fully unrolled CORDIC processor // Intended to be clocked at twice the ADC clock rate, should work // at full speed in any of V5, V6, A7, K7. Should come close on S6. module pair_couple( input clk, // Input signal on waveguide given in IQ form input iq, // high for I, low for Q input signed [17:0] drive, input [18:0] lo_phase, // should change every other cycle, see below // lo_phase must also include the mech_phase component, if applicable // Pair of output signals, interleaved, at 20 MHz IF (* external *) input signed [17:0] out_coupling, // external (* external *) output [0:0] out_coupling_addr, // external (* external *) input signed [18:0] out_phase_offset, // external (* external *) output [0:0] out_phase_offset_addr, // external output signed [18:0] pair ); assign out_coupling_addr = iq; assign out_phase_offset_addr = ~iq; // Did you see that magic ~ in the previous line? That's the cheaters' // way to match the one-cycle delay in the lo_phase addition below. // Convert out-coupling magnitude and total phase to coupling's X and Y reg [18:0] out_phase=0; always @(posedge clk) out_phase <= lo_phase+out_phase_offset; wire signed [17:0] xout, yout; cordicg_b22 #(.nstg(20), .width(18)) ocordic(.clk(clk), .opin(2'b0), .xin(out_coupling), .yin(18'b0), .phasein(out_phase), .xout(xout), .yout(yout)); // Line up IQ interleaved drive to a steady complex number reg signed [17:0] drive1=0, d_real=0, d_imag=0; always @(posedge clk) begin drive1 <= drive; if (iq) begin d_real <= drive; d_imag <= drive1; end end // Multiply two complex numbers to get real component, contribution to ADC. // If lo_phase is changing, and you set the two couplings the same, it's // easy to verify in simulation that d_real, d_imag, xout, and yout are // stable for the same pair of clock cycles. reg signed [35:0] prodx=0, prody=0; wire signed [17:0] prodxs = prodx[34:17]; wire signed [17:0] prodys = prody[34:17]; reg signed [17:0] prodx2=0, prody2=0; reg signed [18:0] out_sum=0; always @(posedge clk) begin prodx <= xout*d_real; prodx2 <= prodxs; prody <= yout*d_imag; prody2 <= prodys; out_sum <= prodx2 - prody2; end // Carry an extra msb forward here, don't saturate. // At least sometimes this just goes to another sum. assign pair = out_sum; endmodule