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Performance Evaluation of Scheduling Algorithms for Real Time Cloud Computing Systems

机译:实时云计算系统调度算法的性能评估

摘要

Cloud computing shares data and oers services transparently among its users. With the increase in number of users of cloud the tasks to be scheduled increases. The performance of cloud depends on the task scheduling algorithms used in the scheduling components or brokering components. Scheduling of tasks on cloud computing systems is one of the research problem, Where the matching of machines and completion time of the tasks are considered. Tasks matching of machines problem is that, assume number of active hosts are Y, number of VMs in each host are Z. Maximum number of possible Virtual Machines(VMs) to schedule a single task is (y*z). If we need to schedule X tasks, number of possibilities are (y *z)^x. So scheduling of tasks is NP Hard problem. NP Hard means this scheduling of tasks on VMs not having polynomial time complexity, but it may have algorithm for verifying solution. Fault-tolerance becomes an important key to establish dependability in cloud computing system. In task scheduling, if task not completed in it's deadline ,then it is one type of fault in scheduling of tasks. In this thesis this type of faults are taken and try to overcome it. In this thesis we present a non-preemptive scheduling algorithm, By inserting the ideal time for postponing the task by ensuring the other task will completes its execution with in the deadline. In simulation the proposed algorithm maximizes the prot of 25%, throughput of 25% and minimizes the penalty of 20% over EDF.
机译:云计算在其用户之间透明地共享数据和服务。随着云用户数量的增加,要调度的任务也增加了。云的性能取决于调度组件或代理组件中使用的任务调度算法。云计算系统上的任务调度是研究问题之一,其中考虑了机器的匹配和任务的完成时间。与计算机匹配的任务问题是,假设活动主机的数量为Y,每个主机中的VM的数量为Z。用于调度单个任务的最大虚拟机(VM)的数量为(y * z)。如果我们需要安排X个任务,则可能性为(y * z)^ x。因此,任务调度是NP Hard问题。 NP Hard表示在虚拟机上的这种任务调度不具有多项式时间复杂性,但是可能具有用于验证解决方案的算法。容错成为建立云计算系统可靠性的重要关键。在任务调度中,如果任务没有在最后期限内完成,则它是任务调度中的一种错误。在本文中,研究了此类故障并试图克服它。在本文中,我们提出了一种非抢占式调度算法,即通过确保其他任务在期限内完成执行来插入推迟任务的理想时间。在仿真中,所提出的算法可使prod最大化25%,吞吐量达到25%,并使对EDF的损失最小化20%。

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  • 作者

    Krishna Varri Murali;

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  • 年度 2015
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