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A simple thermal model for multi-core processors and its application to slack allocation

机译:用于多核处理器的简单热模型及其在松弛分配中的应用

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Power density and heat density of multicore processor system are increasing exponentially with Moore's Law. High temperature on chip greatly affects its reliability, and the cost of packaging and cooling system increases exponentially with power consumption. For a multicore processor, the peak temperature of a block depends on its own power density as well as power density of other blocks on chip. In this paper, we have developed a simple thermal model, called Matrix Model (MM), that can be used to derive temperature profiles for all the cores of a multicore processor. We theoretically demonstrate the correctness and efficiency of MM. Our simulation results show that the model is comparable to the HotSpot Model for predicting the peak temperature. Besides having lower computational cost, the MM is succinct (a single matrix) and can be used to derive algorithms for a variety of scenarios. We use this model to develop a novel slack allocation algorithm for a workflow represented by Directed Acyclic Graph on a multicore processor.
机译:多核处理器系统的功率密度和热密度随着Moore的法律呈指数级增长。芯片上的高温极大地影响其可靠性,并且包装和冷却系统的成本随功耗的指数呈指数增长。对于多核处理器,块的峰值温度取决于其自身的功率密度以及芯片上其他块的功率密度。在本文中,我们开发了一个简单的热模型,称为矩阵模型(mm),可用于导出多核处理器的所有内核的温度配置文件。理论上我们证明了mm的正确性和效率。我们的仿真结果表明,该模型与预测峰值温度的热点模型相当。除了计算成本较低,MM是简洁的(单个矩阵),可用于导出各种场景的算法。我们使用该模型来开发一个新的Slack分配算法,了解由多核处理器上的定向非循环图表示的工作流程。

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