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首页> 外文期刊>Journal of Electronic Testing: Theory and Applications: Theory and Applications >Test Planning in Digital Microfluidic Biochips Using Efficient Eulerization Techniques
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Test Planning in Digital Microfluidic Biochips Using Efficient Eulerization Techniques

机译:使用有效的Eulerization技术在数字微流控生物芯片中进行测试计划

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Digital microfluidic technology is now being extensively used for implementing a lab-on-a-chip. Microfluidic biochips are often used for safety-critical applications, clinical diagnosis, and for genome analysis. Thus, devising effective and faster testing methodologies to warrant correct operations of these devices after manufacture and during bioassay operations, is very much needed. In this paper, we propose an Euler tour based technique to obtain the route plan of a test droplet for the purpose of structural testing of biochips. The method is applicable to various digital microfluidic biochip architectures, e.g., fully reconfigurable arrays, application specific biochips, pin-constrained irregular geometry biochips, and to defect-tolerant biochips. We show that in general, the optimal Eulerization and subsequent determination of an Euler tour in the graph model of a biochip can be abstracted in terms of the classical Chinese postman problem. The Euler tour can be identified by running the classical Hierholzer's algorithm, which relies on a simple cycle decomposition and splicing method. This improved Eulerization technique leads to an efficient test plan for the chip. This can also be used in phase-based test planning that yields savings in testing time. The method provides a unified approach towards structural testing and can be easily adopted to design a droplet routing procedure for functional testing of digital microfluidic biochips.
机译:数字微流技术现已广泛用于实现芯片实验室。微流体生物芯片通常用于对安全至关重要的应用,临床诊断以及基因组分析。因此,非常需要设计有效且较快的测试方法以保证这些设备在制造后以及生物测定操作期间的正确操作。在本文中,我们提出了一种基于欧拉巡回的技术来获得测试液滴的路线计划,以用于生物芯片的结构测试。该方法适用于各种数字微流体生物芯片架构,例如,完全可重新配置的阵列,特定用途的生物芯片,受引脚约束的不规则几何形状的生物芯片以及耐缺损的生物芯片。我们表明,一般而言,可以根据经典的中国邮递员问题对生物芯片图形模型中的最佳Eulerization和Euler游标的后续确定进行抽象。可以通过运行经典的Hierholzer算法来确定Euler巡视,该算法依赖于简单的循环分解和拼接方法。这种改进的Eulerization技术可为芯片提供有效的测试计划。这也可以用于基于阶段的测试计划中,从而节省测试时间。该方法为结构测试提供了统一的方法,可以轻松地用于设计用于数字微流控生物芯片功能测试的液滴路由程序。

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