Concurrency vs Parallelism, Concurrent Programming vs Parallel Programming

并发和并行是计算机科学中的两个核心概念,本文详细解释了它们的区别,并讨论了并发编程与并行编程的不同之处及其背后的硬件和软件背景。

Concurrency and parallelism are NOT the same thing. Two tasks T1 and T2 are concurrent if the order in which the two tasks are executed in time is not predetermined,


  •   T1 may be executed and finished before T2
  •  T2 may be executed and finished before T1
  •  T1 and T2 may be executed simultaneously at the same instance of time (parallelism), 
  •  T1 and T2 may be executed alternatively,
  •   ...


If two concurrent threads are scheduled by the OS to run on one single-core non-SMT non-CMP processor, you may get concurrency but not parallelism. Parallelism is possible on multi-core, multi-processor or distributed systems.


Concurrency is often referred to as a property of a program, and is a concept more general than parallelism.


Interestingly, we cannot say the same thing for concurrent programming and parallel programming. They are overlapped, but neither is the superset of the other. The difference comes from the sets of topics the two areas cover. For example, concurrent programming includes topic like signal handling, while parallel programming includes topic like memory consistency model. The difference reflects the different orignal hardware and software background of the two programming practices.


[原始链接:http://blogs.oracle.com/yuanlin/entry/concurrency_vs_parallelism_concurrent_programming]

内容概要:本文档介绍了基于3D FDTD(时域有限差分)方法在MATLAB平台上对微带线馈电的矩形天线进行仿真分析的技术方案,重点在于模拟超MATLAB基于3D FDTD的微带线馈矩形天线分析[用于模拟超宽带脉冲通过线馈矩形天线的传播,以计算微带结构的回波损耗参数]宽带脉冲信号通过天线结构的传播过程,并计算微带结构的回波损耗参数(S11),以评估天线的匹配性能和辐射特性。该方法通过建立三维电磁场模型,精确求解麦克斯韦方程组,适用于高频电磁仿真,能够有效分析天线在宽频带内的响应特性。文档还提及该资源属于一个涵盖多个科研方向的综合性MATLAB仿真资源包,涉及通信、信号处理、电力系统、机器学习等多个领域。; 适合人群:具备电磁场与微波技术基础知识,熟悉MATLAB编程及数值仿真的高校研究生、科研人员及通信工程领域技术人员。; 使用场景及目标:① 掌握3D FDTD方法在天线仿真中的具体实现流程;② 分析微带天线的回波损耗特性,优化天线设计参数以提升宽带匹配性能;③ 学习复杂电磁问题的数值建模与仿真技巧,拓展在射频与无线通信领域的研究能力。; 阅读建议:建议读者结合电磁理论基础,仔细理解FDTD算法的离散化过程和边界条件设置,运行并调试提供的MATLAB代码,通过调整天线几何尺寸和材料参数观察回波损耗曲线的变化,从而深入掌握仿真原理与工程应用方法。
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