div_interp.v
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/*
*************************************************************************
* *
* Copyright (C) 1994, Silicon Graphics, Inc. *
* *
* These coded instructions, statements, and computer programs contain *
* unpublished proprietary information of Silicon Graphics, Inc., and *
* are protected by Federal copyright law. They may not be disclosed *
* to third parties or copied or duplicated in any form, in whole or *
* in part, without the prior written consent of Silicon Graphics, Inc. *
* *
*************************************************************************
*/
// $Id: div_interp.v,v 1.1 2002/03/28 00:26:14 berndt Exp $
////////////////////////////////////////////////////////////////////////
//
// Project Reality
//
// module: div_interp
// description: Carry-save adder tree for divide rom replacement.
//
// designer: Phil Gossett
// date: 4/13/95
//
////////////////////////////////////////////////////////////////////////
module div_interp (pnt, slp, frac, sum);
input [15:0] pnt;
input [7:0] slp;
input [3:0] frac;
output [15:0] sum;
wire [7:0] p0p;
wire [7:0] p1p;
wire [7:0] p2p;
wire [7:0] p3p;
wire [9:0] sa;
wire [9:0] ca;
wire [11:0] sb;
wire [11:0] cb;
wire [15:0] sc;
wire [14:0] cc;
an02d1h p0p0 (.a1(slp[0]), .a2(frac[0]), .z(p0p[0]));
an02d1h p0p1 (.a1(slp[1]), .a2(frac[0]), .z(p0p[1]));
an02d1h p0p2 (.a1(slp[2]), .a2(frac[0]), .z(p0p[2]));
an02d1h p0p3 (.a1(slp[3]), .a2(frac[0]), .z(p0p[3]));
an02d1h p0p4 (.a1(slp[4]), .a2(frac[0]), .z(p0p[4]));
an02d1h p0p5 (.a1(slp[5]), .a2(frac[0]), .z(p0p[5]));
an02d1h p0p6 (.a1(slp[6]), .a2(frac[0]), .z(p0p[6]));
an02d1h p0p7 (.a1(slp[7]), .a2(frac[0]), .z(p0p[7]));
an02d1h p1p0 (.a1(slp[0]), .a2(frac[1]), .z(p1p[0]));
an02d1h p1p1 (.a1(slp[1]), .a2(frac[1]), .z(p1p[1]));
an02d1h p1p2 (.a1(slp[2]), .a2(frac[1]), .z(p1p[2]));
an02d1h p1p3 (.a1(slp[3]), .a2(frac[1]), .z(p1p[3]));
an02d1h p1p4 (.a1(slp[4]), .a2(frac[1]), .z(p1p[4]));
an02d1h p1p5 (.a1(slp[5]), .a2(frac[1]), .z(p1p[5]));
an02d1h p1p6 (.a1(slp[6]), .a2(frac[1]), .z(p1p[6]));
an02d1h p1p7 (.a1(slp[7]), .a2(frac[1]), .z(p1p[7]));
an02d1h p2p0 (.a1(slp[0]), .a2(frac[2]), .z(p2p[0]));
an02d1h p2p1 (.a1(slp[1]), .a2(frac[2]), .z(p2p[1]));
an02d1h p2p2 (.a1(slp[2]), .a2(frac[2]), .z(p2p[2]));
an02d1h p2p3 (.a1(slp[3]), .a2(frac[2]), .z(p2p[3]));
an02d1h p2p4 (.a1(slp[4]), .a2(frac[2]), .z(p2p[4]));
an02d1h p2p5 (.a1(slp[5]), .a2(frac[2]), .z(p2p[5]));
an02d1h p2p6 (.a1(slp[6]), .a2(frac[2]), .z(p2p[6]));
an02d1h p2p7 (.a1(slp[7]), .a2(frac[2]), .z(p2p[7]));
an02d1h p3p0 (.a1(slp[0]), .a2(frac[3]), .z(p3p[0]));
an02d1h p3p1 (.a1(slp[1]), .a2(frac[3]), .z(p3p[1]));
an02d1h p3p2 (.a1(slp[2]), .a2(frac[3]), .z(p3p[2]));
an02d1h p3p3 (.a1(slp[3]), .a2(frac[3]), .z(p3p[3]));
an02d1h p3p4 (.a1(slp[4]), .a2(frac[3]), .z(p3p[4]));
an02d1h p3p5 (.a1(slp[5]), .a2(frac[3]), .z(p3p[5]));
an02d1h p3p6 (.a1(slp[6]), .a2(frac[3]), .z(p3p[6]));
an02d1h p3p7 (.a1(slp[7]), .a2(frac[3]), .z(p3p[7]));
xo02d1h sa0 (.a1(p1p[1]), .a2(p2p[0]), .z(sa[0]));
an02d1h ca0 (.a1(p1p[1]), .a2(p2p[0]), .z(ca[0]));
ad01d1h sa1 (.ci(p1p[2]), .a(p2p[1]), .b(p3p[0]), .s(sa[1]), .co(ca[1]));
ad01d1h sa2 (.ci(p1p[3]), .a(p2p[2]), .b(p3p[1]), .s(sa[2]), .co(ca[2]));
ad01d1h sa3 (.ci(p1p[4]), .a(p2p[3]), .b(p3p[2]), .s(sa[3]), .co(ca[3]));
ad01d1h sa4 (.ci(p1p[5]), .a(p2p[4]), .b(p3p[3]), .s(sa[4]), .co(ca[4]));
ad01d1h sa5 (.ci(p1p[6]), .a(p2p[5]), .b(p3p[4]), .s(sa[5]), .co(ca[5]));
ad01d1h sa6 (.ci(p1p[7]), .a(p2p[6]), .b(p3p[5]), .s(sa[6]), .co(ca[6]));
ad01d1h sa7 (.ci(frac[1]), .a(p2p[7]), .b(p3p[6]), .s(sa[7]), .co(ca[7]));
ad01d1h sa8 (.ci(frac[1]), .a(frac[2]), .b(p3p[7]), .s(sa[8]), .co(ca[8]));
ad01d1h sa9 (.ci(frac[1]), .a(frac[2]), .b(frac[3]), .s(sa[9]), .co(ca[9]));
xo02d1h sb0 (.a1(p1p[0]), .a2(p0p[1]), .z(sb[0]));
an02d1h cb0 (.a1(p1p[0]), .a2(p0p[1]), .z(cb[0]));
xo02d1h sb1 ( .a1(sa[0]), .a2(p0p[2]), .z(sb[1]));
an02d1h cb1 ( .a1(sa[0]), .a2(p0p[2]), .z(cb[1]));
ad01d1h sb2 ( .ci(sa[1]), .a(ca[0]), .b(p0p[3]), .s(sb[2]), .co(cb[2]));
ad01d1h sb3 ( .ci(sa[2]), .a(ca[1]), .b(p0p[4]), .s(sb[3]), .co(cb[3]));
ad01d1h sb4 ( .ci(sa[3]), .a(ca[2]), .b(p0p[5]), .s(sb[4]), .co(cb[4]));
ad01d1h sb5 ( .ci(sa[4]), .a(ca[3]), .b(p0p[6]), .s(sb[5]), .co(cb[5]));
ad01d1h sb6 ( .ci(sa[5]), .a(ca[4]), .b(p0p[7]), .s(sb[6]), .co(cb[6]));
ad01d1h sb7 ( .ci(sa[6]), .a(ca[5]), .b(frac[0]), .s(sb[7]), .co(cb[7]));
ad01d1h sb8 ( .ci(sa[7]), .a(ca[6]), .b(frac[0]), .s(sb[8]), .co(cb[8]));
ad01d1h sb9 ( .ci(sa[8]), .a(ca[7]), .b(frac[0]), .s(sb[9]), .co(cb[9]));
ad01d1h sb10 ( .ci(sa[9]), .a(ca[8]), .b(frac[0]), .s(sb[10]), .co(cb[10]));
ad01d1h sb11 ( .ci(sa[9]), .a(ca[9]), .b(frac[0]), .s(sb[11]), .co(cb[11]));
xo02d1h sc0 (.a1(p0p[0]), .a2(pnt[0]), .z(sc[0]));
an02d1h cc0 (.a1(p0p[0]), .a2(pnt[0]), .z(cc[0]));
xo02d1h sc1 ( .a1(sb[0]), .a2(pnt[1]), .z(sc[1]));
an02d1h cc1 ( .a1(sb[0]), .a2(pnt[1]), .z(cc[1]));
ad01d1h sc2 ( .ci(sb[1]), .a(cb[0]), .b(pnt[2]), .s(sc[2]), .co(cc[2]));
ad01d1h sc3 ( .ci(sb[2]), .a(cb[1]), .b(pnt[3]), .s(sc[3]), .co(cc[3]));
ad01d1h sc4 ( .ci(sb[3]), .a(cb[2]), .b(pnt[4]), .s(sc[4]), .co(cc[4]));
ad01d1h sc5 ( .ci(sb[4]), .a(cb[3]), .b(pnt[5]), .s(sc[5]), .co(cc[5]));
ad01d1h sc6 ( .ci(sb[5]), .a(cb[4]), .b(pnt[6]), .s(sc[6]), .co(cc[6]));
ad01d1h sc7 ( .ci(sb[6]), .a(cb[5]), .b(pnt[7]), .s(sc[7]), .co(cc[7]));
ad01d1h sc8 ( .ci(sb[7]), .a(cb[6]), .b(pnt[8]), .s(sc[8]), .co(cc[8]));
ad01d1h sc9 ( .ci(sb[8]), .a(cb[7]), .b(pnt[9]), .s(sc[9]), .co(cc[9]));
ad01d1h sc10 ( .ci(sb[9]), .a(cb[8]), .b(pnt[10]), .s(sc[10]), .co(cc[10]));
ad01d1h sc11 ( .ci(sb[10]), .a(cb[9]), .b(pnt[11]), .s(sc[11]), .co(cc[11]));
ad01d1h sc12 ( .ci(sb[11]), .a(cb[10]), .b(pnt[12]), .s(sc[12]), .co(cc[12]));
ad01d1h sc13 ( .ci(sb[11]), .a(cb[11]), .b(pnt[13]), .s(sc[13]), .co(cc[13]));
ad01d1h sc14 ( .ci(sb[11]), .a(cb[11]), .b(pnt[14]), .s(sc[14]), .co(cc[14]));
ad01d1h sc15 ( .ci(sb[11]), .a(cb[11]), .b(pnt[15]), .s(sc[15]));
assign sum[0] = sc[0];
div_add15 add15 (.a(sc[15:1]), .b(cc[14:0]), .s(sum[15:1]));
endmodule // div_interp