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/*
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 Asynchronous SDM NoC
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 (C)2011 Wei Song
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 Advanced Processor Technologies Group
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 Computer Science, the Univ. of Manchester, UK
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 Authors:
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 Wei Song     wsong83@gmail.com
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 License: LGPL 3.0 or later
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 Multi-resource match arbiter
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 *** SystemVerilog is used ***
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 References
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   Stanislavs Golubcovs, Delong Shang, Fei Xia, Andrey Mokhov and Alex Yakovlev, Multi-resource arbiter decomposition, Tech report NCL-EECE-MSD-TR-2009-143, Microelectronic System Design Group, School of EECE, Newcastle University, 2009.
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   Stanislavs Golubcovs, Delong Shang, Fei Xia, Andrey Mokhov and Alex Yakovlev, Modular approach to multi-resource arbiter design, IEEE Symposium on Asynchronous Circuits and Systems, 2009.
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 History:
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 05/09/2009  Initial version. <wsong83@gmail.com>
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 05/11/2009  Speed up the arbiter. <wsong83@gmail.com>
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 27/05/2011  Clean up for opensource. <wsong83@gmail.com>
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*/
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module mrma (/*AUTOARG*/
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   // Outputs
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   ca, ra, cfg,
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   // Inputs
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   c, r, rst_n
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   );
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   // parameters
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   parameter N = 2;      // the number of requests/clients
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   parameter M = 2;      // the number of resources
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   input [N-1:0]   c;            // requests/clients
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   output [N-1:0]  ca;           // requests ack
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   input [M-1:0]   r;            // resources
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   output [M-1:0]  ra;           // resource ack
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   output [M-1:0][N-1:0] cfg;     // the generated configuration
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   wire [N-1:0][M-1:0]     scfg;
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   wire [M-1:0][N-1:0]     hs;    // match results
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   wire [M-1:0][N-1:0]   blk;     // blockage
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   wire [N-1:0][M-1:0]   sblk;    // shuffled blockage
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   wire [M-1:0]   rbi;   // resource blockage
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   wire [N-1:0]   cbi;   // client blockage
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   wire [N-1:0]   cg, cm; // client requests
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   wire [M-1:0]   rg, rm; // resource requests
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   input                 rst_n; // active low reset
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   // generate variables
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   genvar                  i, j;
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   // input arbiters
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   tree_arb #(N) CIArb (
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                          .req    ( cm  ),
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                          .gnt    ( cg  )
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                          );
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   tree_arb #(M) RIArb (
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                          .req    ( rm ),
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                          .gnt    ( rg )
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                          );
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   generate
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      // tile matrix
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      for (i=0; i<M; i++) begin: Row
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         for(j=0; j<N; j++) begin: Clm
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            cr_blk E (
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                      .bo   ( blk[i][j]   ),
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                      .hs   ( hs[i][j]    ),
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                      .cbi  ( cbi[j]      ),
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                      .rbi  ( rbi[i]      ),
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                      .rg   ( rg[i]       ),
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                      .cg   ( cg[j]       )
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                      );
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            // shuffle the blockage
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            assign sblk[j][i] = blk[i][j];
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            // shuffle the configuration
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            assign scfg[j][i] = cfg[i][j];
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            // store the match results
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            c2p  C (.q(cfg[i][j]), .a(c[j]), .b(hs[i][j]));
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         end // block: Clm
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      end // block: Row
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      // combine the row blockage and generate input requests
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      for(i=0; i<M; i++) begin: RB
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         assign rbi[i] = (|blk[i]) & rst_n;
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         and AND_RG (rm[i], r[i], ~ra[i], rst_n);
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         assign ra[i] = |cfg[i];
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      end
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      // combine the column blockage and generate input requests
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      for(j=0; j<N; j++) begin: CB
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         assign cbi[j] = (|sblk[j]) & rst_n;
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         and AND_CG (cm[j], c[j], ~ca[j], rst_n);
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         assign ca[j] = |scfg[j];
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      end
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   endgenerate
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endmodule // mrma
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