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253 lines
6.9 KiB
TeX
253 lines
6.9 KiB
TeX
\chapter{MyHDL as a hardware verification language}
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\section{Introduction}
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One of the most exciting possibilities of \myhdl\
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is to use it as a hardware verification language (HVL).
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A HVL is a language used to write test benches and
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verification environments, and to control simulations.
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Nowadays, it is generally acknowledged that HVL's
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should be equipped with modern software techniques,
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such as object orientation. The reason is that verification
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it the most complex and time-consuming task of the
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design process: consequently every useful technique
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is welcome. Moreover, test benches need not be
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implementable; therefore there are no implementation
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constraints on creativity.
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Technically, verification of a design implemented in
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another language requires cosimulation. \myhdl\ is
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enabled for cosimulation with any HDL simulator that
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has a procedural language interface (PLI). The \myhdl\
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side is designed to be independent of a particular
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simulator; however, for each HDL simulator a specific
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PLI module will have to be written in C. Currently,
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the \myhdl\ release contains a PLI module to interface
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to the Icarus Verilog simulator. This interface will
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be used in the examples in the present chapter.
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\section{The HDL side}
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To introduce cosimulation, we will continue to use the Gray encoder
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example from the previous chapters; recall that we have designed it and
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written unit tests for it in \myhdl{}. Now suppose that we want to
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synthesize it and write it in Verilog for that purpose. Clearly we would
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like to reuse our unit test verification environment. This is exactly
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what \myhdl\ offers.
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To start, let's recall the Gray encoder written in \myhdl{}:
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\begin{verbatim}
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def bin2gray(B, G, width):
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""" Gray encoder.
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B -- input intbv signal, binary encoded
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G -- output intbv signal, gray encoded
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width -- bit width
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"""
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while 1:
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yield B
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for i in range(width):
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G.next[i] = B[i+1] ^ B[i]
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\end{verbatim}
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To show the cosimulation flow, we don't need the Verilog
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implementation yet, but only the interface. Our Gray encoder in
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Verilog would have the following interface:
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\begin{verbatim}
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module bin2gray(B, G);
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parameter width = 8;
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input [width-1:0] B;
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output [width-1:0] G;
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....
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\end{verbatim}
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To write a test bench, one creates a new module that instantiates the
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design under test (DUT). The test bench declares nets and
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regs (or signals in VHDL) that are attached to the DUT, and to
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stimulus generators and response checkers. In an all HDL flow, the
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generators and checkers are written in the HDL itself, but we will
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want to write them in \myhdl{}. To make the connection, we need to
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declare which regs \& nets are driven and read by the \myhdl\
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simulator. For our example, this is done as follows:
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\begin{verbatim}
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module dut_bin2gray;
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reg [`width-1:0] B;
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wire [`width-1:0] G;
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initial begin
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$from_myhdl(B);
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$to_myhdl(G);
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end
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bin2gray dut (.B(B), .G(G));
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defparam dut.width = `width;
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endmodule
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\end{verbatim}
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The \code{\$from_myhdl} call declares which regs are driven by
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\myhdl{}, and the \code{\$to_myhdl} call which regs \& nets are read
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by it. These calls can have an arbitrary number of arguments. They
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are defined in a PLI module written in C. They are made available to
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the simulation in a simulator-dependent manner.' In Icarus Verilog,
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the commands are defined in a \code{myhdl.vpi} module that is compiled
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from C source code.
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\section{The \myhdl\ side}
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\myhdl\ supports cosimulation by a \code{Cosimulation} object.
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A \code{Cosimulation} object must know how to run a HDL cosimulation.
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Therefore, the first argument to its constructor is a command string
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to run the simulator executable. The way to generate and run such an
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executable is simulator dependent.
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For example, in Icarus Verilog, a simulation executable for our
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example can be obtained obtained by running the \code{iverilog}
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compiler as follows:
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\begin{verbatim}
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% iverilog -o bin2gray -Dwidth=4 bin2gray.v dut_bin2gray.v
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\end{verbatim}
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This generates a \code{bin2gray} executable for a parameter \code{width}
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of 4, by compiling the contributing verilog files.
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The simulation itself is run by the \code{vvp} command:
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\begin{verbatim}
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% vvp -m ./myhdl.vpi bin2gray
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\end{verbatim}
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This runs the \code{bin2gray} simulation, and specifies to use the
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\code{myhdl.vpi} PLI module present in the current directory. (This is
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just an example of the command line usage of \code{vvp}; actually
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simulating with the \code{myhdl.vpi} module is only meaningful from a
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\code{Cosimulation} object.
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We can use a \code{Cosimulation} object to provide a HDL simulation
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version of a design to the \myhdl\ simulator. Instead of returning
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generators, we return a \code{Cosimulation} object. For our example
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and the Icarus Verilog simulator, this is done as follows:
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\begin{verbatim}
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import os
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from myhdl import Cosimulation
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cmd = "iverilog -o bin2gray -Dwidth=%s bin2gray.v dut_bin2gray.v"
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def bin2gray(B, G, width):
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os.system(cmd % width)
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return Cosimulation("vvp -m ./myhdl.vpi bin2gray", B=B, G=G)
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\end{verbatim}
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After the executable command argument, the \code{Cosimulation}
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constructor takes an arbitrary number of keyword arguments. Those
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arguments make the links between \myhdl\ Signals and HDL nets, regs,
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or signals. The keyword is the name of the argument in a
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\code{\$to_myhdl} or \code{\$from_myhdl} call; the argument is the
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\myhdl\ Signal.
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With all this in place, we can now use the \emph{same} unit test
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to verify Verilog implementations. Let's quickly try it just to be
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sure:
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\begin{verbatim}
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module bin2gray(B, G);
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parameter width = 8;
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input [width-1:0] B;
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output [width-1:0] G;
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reg [width-1:0] G;
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integer i;
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always @(B) begin
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for (i=0; i < width-1; i=i+1)
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G[i] <= B[i+1] ^ B[i];
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end
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endmodule
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\end{verbatim}
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If we run our unit test we get:
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\begin{verbatim}
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% python test_bin2gray.py
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Check that only one bit changes in successive codewords ... ERROR
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Check that all codewords occur exactly once ... FAIL
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Check that the code is an original Gray code ... ERROR
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...
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\end{verbatim}
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Oops! It seems we still have a bug! Oh yes, but of course,
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we need to zero-extend the input to get the msb output bit
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correctly:
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\begin{verbatim}
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module bin2gray(B, G);
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parameter width = 8;
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input [width-1:0] B;
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output [width-1:0] G;
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reg [width-1:0] G;
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integer i;
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wire [width:0] extB;
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assign extB = {1'b0, B};
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always @(extB) begin
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for (i=0; i < width; i=i+1)
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G[i] <= extB[i+1] ^ extB[i];
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end
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endmodule
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\end{verbatim}
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And now:
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\begin{verbatim}
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% python test_all.py
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Check that only one bit changes in successive codewords ... ok
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Check that all codewords occur exactly once ... ok
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Check that the code is an original Gray code ... ok
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----------------------------------------------------------------------
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Ran 3 tests in 2.729s
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OK
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\end{verbatim}
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\section{Restrictions}
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\section{Implementation notes}
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