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A study on the energy-precision tradeoffs on commercially available processors and SoCs with an EPI based energy model

机译:使用基于EPI的能源模型对市售处理器和SoC的能量精确度进行权衡的研究

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Energy-efficiency is a critical concern for many computing systems. With Moore's law showing its limits, new hardware design and programming techniques emerge to pursue energy scaling. Among these, approximate computing is certainly the most popular in current works. It has been shown that reducing precision using software techniques can show significant energy savings on commercially available processors. In this paper, an energy model based on Energy Per Instruction (EPI) has been built in order to understand which mechanisms enable those savings. EPIs of various instructions have been measured and data movement has been identified as being the major consumer. The energy model has been evaluated on a computationally intensive Newton method for solving nonlinear equations using double-precision and single-precision floating-point data types. For all the cases, the model predicts the consumption with less than 10 % error. The energy breakdown reveals that arithmetic operations consume less than 6 % of the total energy and that savings are mainly achieved by reducing the amount of data transferred between registers, cache and main memory. With these conclusions, implementing approximate arithmetic circuits in this type of architecture would have a very limited impact on the consumption. It is however shown that specialized hardware implemented on an FPGA interconnected with a processing system can lead to an additional 20 % energy savings on the Newton method using the same single-precision data type.
机译:能源效率是许多计算系统的关键问题。随着摩尔定律显示其极限,出现了新的硬件设计和编程技术以追求节能。其中,近似计算无疑是当前作品中最受欢迎的。已经表明,使用软件技术降低精度可以在商用处理器上显示出显着的节能效果。在本文中,已经建立了基于每条指令能量(EPI)的能量模型,以了解哪些机制可以实现这些节省。已测量了各种指令的EPI,并且已确定数据移动是主要的消费者。能量模型已通过计算密集型牛顿法进行了评估,以使用双精度和单精度浮点数据类型求解非线性方程。对于所有情况,该模型均以小于10%的误差来预测能耗。能量分解表明,算术运算消耗的能量不到总能量的6%,而节省主要是通过减少寄存器,高速缓存和主存储器之间传输的数据量来实现的。根据这些结论,在这种类型的架构中实施近似算术电路将对功耗产生非常有限的影响。然而,事实证明,在使用与处理系统互连的FPGA上实现的专用硬件,在使用相同单精度数据类型的牛顿方法上,可以额外节省20%的能源。

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