我正在努力实现一些平等化,这使我开始研究阿姆达尔定律。我已经阅读了很多关于这个主题的帖子;
Calculate performance gains using Amdahl's Law
How to calculate Amadahl's Law for threading effectiveness
http://en.wikipedia.org/wiki/Amdahl%27s_law
...但希望找到一个在实践中展示它的C#示例。搜索已经证明没有结果。从理论上讲,应该可以创建一个串行应用程序,对并行化部分进行计时,运行并行化版本,记录并行部分所需的长度,并将差异(知道正在使用多少处理器)与Amdahl函数的结果进行比较。这是正确的,是否有人知道存在这样的例子?
答案 0 :(得分:10)
注意:可在My Github Page
上找到该程序的完整可下载版本因此,根据Amdahl定律,我们将工作分为“必须连续运行的工作”和“可以并行化的工作”,所以让我们将这两个工作负载表示为List<Action>
:
var serialWorkLoad = new List<Action> { DoHeavyWork, DoHeavyWork };
var parallelizableWorkLoad = new List<Action> { DoHeavyWork, DoHeavyWork, DoHeavyWork, DoHeavyWork, DoHeavyWork, DoHeavyWork, DoHeavyWork, DoHeavyWork };
DoHeavyWork
代表被抽象为:
static void DoHeavyWork()
{
Thread.Sleep(500);
}
正如您所看到的,我已经使可并行化的工作负载变得更加有趣,并且可以作为一个很好的例子。
接下来,我们必须在Serial中运行两个工作负载才能获得基线:
var stopwatch = new Stopwatch();
stopwatch.Start();
// Run Serial-only batch of work
foreach (var serialWork in serialWorkLoad)
{
serialWork();
}
var s1 = stopwatch.ElapsedMilliseconds;
// Run parallelizable batch of work in serial to get our baseline
foreach (var notParallelWork in parallelizableWorkLoad)
{
notParallelWork();
}
stopwatch.Stop();
var s2 = stopwatch.ElapsedMilliseconds - s1;
此时我们知道每个工作负载连续运行多长时间。现在,让我们再次运行它,并行化部分并行化。
stopwatch.Reset();
stopwatch.Start();
// Run Serial-only batch of work
foreach (var serialWork in serialWorkLoad)
{
serialWork();
}
var p1 = stopwatch.ElapsedMilliseconds;
// Run parallelizable batch of work in with as many degrees of parallelism as we can
Parallel.ForEach(parallelizableWorkLoad, (workToDo) => workToDo()); // In Java this is Magic Unicorns
stopwatch.Stop();
var p2 = stopwatch.ElapsedMilliseconds - p1;
现在我们有基线和并行版本,我们可以计算加速并报告我们的发现:
var speedup = (double)(s1 + s2) / (p1 + p2);
Console.WriteLine("Serial took : {2}ms, {0}ms for serial work and {1}ms for parallelizable work", s1, s2, s1 + s2);
Console.WriteLine("Parallel took: {2}ms, {0}ms for serial work and {1}ms for parallelizable work", p1, p2, p1 + p2);
Console.WriteLine("Speedup was {0:F}x", speedup);
正如Amdahl定律告诉你的那样,由于只有串行工作,很难用你拥有的核心来完美地扩展。