Trying to verify Verilog/VHDL designs with formal methods and tools
You can not select more than 25 topics Topics must start with a letter or number, can include dashes ('-') and can be up to 35 characters long.
 
 
 
T. Meissner 2a090443ef Add waveforms of read/write examples 5 years ago
alu Use SVA defaults for clock & reset; minor RTL optimizations for bettrer readability 5 years ago
counter Use SVA defaults for clock & reset; minor RTL optimizations for bettrer readability 5 years ago
dlatchsr Add example for dlatchsr error 5 years ago
vai_reg Add waveforms of read/write examples 5 years ago
.gitignore Makefile: add clean target; fixed Reset_n_i port dir in alu_t.sv 5 years ago
LICENSE.md Inital commit 5 years ago
README.md Update link to git repo 5 years ago

README.md

The original repository is located on my own git-server at https://git.goodcleanfun.de/tmeissner/formal_hw_verification

It is mirrored to github with every push, so both should be in sync.

formal_verification

Tests and examples of using formal verification to check correctness of digital hardware designs. All tests are done with SymbiYosys, a front-end for formal verification flows based on Yosys. Some examples use the VHDL/SystemVerilog frontend plugin by Verific which isn't free SW and not included in the free Yosys version. See on the Symbiotic EDA website for more information.

alu

A simple ALU design in VHDL, together with a formal testbench written in SystemVerilog. The testbench contains various simple SVA properties used by assert & cover directives which are proved with the SymbiYosys tool.

counter

A simple counter design in VHDL, together with a formal testbench written in SystemVerilog. The testbench contains various simple SVA properties used by assert & cover directives which are proved with the SymbiYosys tool.

dlatch

A simple test design which generates the Unsupported cell type $dlatchsr error using with Verific plugin.

vai_reg

A simple register file with VAI (valid-accept-interface) which serves as test design to try formal verification of FSMs.