# aes_speed

Speed optimized Verilog implementation of the symmetric block cipher AES (Advanced Encryption Standard) as specified in the NIST document FIPS 197.

This core is modified version of the Cryptech AES core. Note that the name of the core modules are identical to that core. The purpose of this is to allow a drop-in replacement in Cryptech designs.

## Status

Second round of optimizations done. The core has been implemented in FPGA and tested in real HW.

## Introduction

This implementation supports 128 and 256 bit keys. The implementation is iterative and process one 128 block at a time.

The encipher and decipher block processing datapaths are separated and basically self contained given access to a set of round keys and a block. This makes it possible to hard wire either encipher or decipher and allow the build tools to optimize away the other functionality which will reduce the size to about 50%. For cipher modes such as CTR, GCM decryption in the AES core will never be used and thus the decipher block processing can be removed.

The core has been equipped with 16 S-boxes for encipher and 16 Inverse S-boxes for decipher. This allows the core to perform the SubBytes and InverseSubBytes operations in the AES round functions in one cycle.

The key expansion does not share S-boxes with the encipher datapath, so the total number of S-boxes is 40.

## Performance comparison

Number of cycles for the old Cryptech AES core: - AES-128 Encipher one block: 57 - AES-256 Decipher one block: 77

Number of cycles for the Cryptech AES speed core: - AES-128 Encipher one block: 16 - AES-255 Decipher one block: 20

Note that these latency numbers are after key expansion. The given key must be expanded byt asserting the init control bit and wait for ready to be asserted. Key expansion takes about 10 to 14 cycles.

## Implementation comparison

Implementation results for Xilinx Artix7-t200.

Old Cryptech AES core: - 2094 slices - 2854 regs - 114 MHz (8.76ns)

Cryptec AES speed core: - 2112 slices - 2984 regs - 116 MHz. (8.62ns)