fpga中的硬加法器和进位链

J. Luu, Conor McCullough, Sen Wang, Safeen Huda, Bo Yan, Charles Chiasson, K. Kent, J. Anderson, Jonathan Rose, Vaughn Betz
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引用次数: 26

摘要

强化加法器和进位逻辑被广泛应用于商用fpga中,以提高运算函数的效率。与这种强化相关的设计选择和复杂性有很多,包括电路设计、FPGA架构选择和CAD流程。然而,关于这些选择的研究很少,因此我们探索了硬加法器设计的许多可能性。我们还强调了前端细化期间的优化,这些优化有助于改善通过强化算法对逻辑合成施加的限制。我们展示了硬加法器和进位链,当用于简单加法器时,将性能提高四倍或更多,但在包含算术的大型基准设计中,将总体性能提高大约15%。我们测量了带有进位链的架构的平均面积增加5%,但认为更好的逻辑综合应该减少这种损失。有趣的是,我们表明,添加专用的逻辑块间携带链路或快速携带前瞻性强化加法器只会对完整设计产生微小的延迟改进。
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On Hard Adders and Carry Chains in FPGAs
Hardened adder and carry logic is widely used in commercial FPGAs to improve the efficiency of arithmetic functions. There are many design choices and complexities associated with such hardening, including circuit design, FPGA architectural choices, and the CAD flow. There has been very little study, however, on these choices and hence we explore a number of possibilities for hard adder design. We also highlight optimizations during front-end elaboration that help ameliorate the restrictions placed on logic synthesis by hardened arithmetic. We show that hard adders and carry chains, when used for simple adders, increase performance by a factor of four or more, but on larger benchmark designs that contain arithmetic, improve overall performance by roughly 15%. We measure an average area increase of 5% for architectures with carry chains but believe that better logic synthesis should reduce this penalty. Interestingly, we show that adding dedicated inter-logic-block carry links or fast carry look-ahead hardened adders result in only minor delay improvements for complete designs.
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