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Testability Analysis and Scalable Test Generation for High-Speed Floating-Point Units

机译:高速浮点单元的可测试性分析和可扩展的测试生成

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High-speed datapaths in microprocessors and embedded processors contain complex floating-point (FP) arithmetic units which have a critical role in the processor's performance. Although the FP units' complex structure consists of classic integer arithmetic components, the embedded components encounter serious testability problems due to their limited accessibility from the FP unit ports and testability loss due to FP unit inherent operations, such as rounding and normalization. In this paper, we analyze the testability problems and present scalable test generation for FP units using as a demonstration vehicle the popular, high-speed, two-path architecture of the most complex unit, the FP adder. The key feature of the presented methodology is the identification of testability conditions that guarantee effective test pattern application and fault propagation for each of the components of the FP adder. The identified test conditions can be utilized with respect to any fault model and are independent of the internal structure and the size of the components. Thus, they can be applied to FP adders of various exponent and significant sizes (single, double, and custom precision), as well as to other types of FP units, which also consist of classic integer arithmetic components similarly interconnected
机译:微处理器和嵌入式处理器中的高速数据路径包含复杂的浮点(FP)运算单元,这些运算单元对处理器的性能至关重要。尽管FP单元的复杂结构由经典的整数算术组件组成,但是嵌入式组件由于从FP单元端口可访问性有限以及由于FP单元固有的操作(如取整和归一化)而导致可测试性损失,因此遇到了严重的可测试性问题。在本文中,我们分析了可测试性问题,并使用最复杂的单元FP加法器的流行,高速,两路径架构作为演示工具,展示了FP单元的可扩展测试生成。所提出方法的关键特征是确定可测试性条件,以确保有效的测试模式应用和FP加法器每个组件的故障传播。所确定的测试条件可用于任何故障模型,并且与内部结构和组件的尺寸无关。因此,它们可以应用于各种指数和显着大小(单精度,双精度和自定义精度)的FP加法器,也可以应用于其他类型的FP单元,这些FP单元还包括类似互连的经典整数算术组件

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