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Study of AES Encryption/Decription Optimizations Nathan Windels
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Outline Introduction AES Algorithm Areas of Optimization Progress/Conclusion
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Introduction
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Three major implementation methods: Software -Typically, this method is much slower than hardware implementations. FPGA -Implemented as a hardware module directly to pins. -Peripheral to a soft-core processor (communicates via on-chip bus). -Tightly-coupled hardware implemented as an extended instruction set. Custom Hardware (ASIC)
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Introduction (2) High throughput implementations are mainly used for high-end devices such as accelerator cards for e-commercial service and security trunk communications. These types of implementations are typically unrolled loops within the AES algorithm with a pipelining of the 128-bit datapath. Although they typically have a very high throughput, their area is very large.
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Introduction (3) The 32-bit AES implementations mainly multiplex the 128-bit datapath to 32 bits This reduces circuit area at the expense of lowering speed. This type of implementation is actually ideal for embedded applications. My goal is to provide synthesis results for the different implementations as well as simulation/implemented results if time permits.
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The AES Algorithm
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AES Algorithm: Top Level Encryptor Encryption Key Data Cypher Data
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AES Algorithm: Input StateCypher Key 2B28AB09 7EAEF7CF 15D2154F 16A6883C 328831E0 435A3137 F6309807 A88DA234 to Encryption Processto Key Schedule
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AES Algorithm: Data Path From Key Schedule
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AES Algorithm: Data Path – SubBytes
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AES Algorithm: Data Path – ShiftRows 1 2 3
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AES Algorithm: Data Path – MixColumns 020301 020301 0203 01 02 X =
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AES Algorithm: Data Path – Add Key DataRound Key
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AES Algorithm: Key Schedule Without going into too much detail, the Key is generated in a ‘similar’ way. In each Round a new Round Key is generated from the previous key. This key is added to the dataset at the end of the round.
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Areas of Optimization
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Physical Layout - Starting Point
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Optimization: Key Expansion Pre-calculated in software and then stored in hardware (loaded when needed) Low area Hardware has to wait if new key is introduced (not good for continually changing key) Calculated in parallel with the corresponding iteration This allows for a changing key to be calculated on the fly Extra hardware/area cost (not good for (embedded) fixed key applications) Calculated in hardware ahead of time and stored High hardware cost – introduces latency when a new key is introduced The circuit can be ‘turned off’ in ASIC solution
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Optimization: Shift Row 16x8 memory with shifting ability 2 shift registers Rearrangement of wires (requires no extra area, but may cause congestion in the wiring)
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Optimization: Substitute Byte LUT Easy to implement and understand. Would be a good idea to use the on chip ROM rather than LE’s (depending on application). Uses lots of resources Combinational logic No need for memories (XOR circuit could be good in FPGA as we’ve seen earlier in this class) Slow due to complex circuit.
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Optimization: Mix Columns Multiplication and XOR done in combinational logic Easy to implement Could be slow and cover a large area Combine the MixCols multiplication with the sbox and leave XOR in the LE’s Uses very few LE’s. Removes multiplication from the equation. Quadrupals the size of the necessary ROM - could be a drawback
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Conclusion: So Far.... Studied Papers that address several of the optimizations listed above Decided on an approach to modify and test existing code Begun modifications on the code that I’ve decided to use as a starting point ...don’t quite have synthesis results yet...
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Papers “Embedded a Low Area 32-bit AES for Image Encryption/ Decryption Application” “Exploring HW/SW Co-Design of AES Algorithm Using Custom Instructions” “Improved Method to Increase AES System Speed” “An AES Tightly Coupled Hardware Accelerator in an FPGA-based Embedded Processor Core” “DSP’s, BRAM’s and Pinch of Logic: New Recipes for AES on FPGA’s”
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