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As you may remember from 4, when you installed the Windows Home Server Connector software onto your computer, part of the installation and configuration process included creating a backup configuration that was set to back up your computer between midnight and 6 a.m. each day. You can easily change the backup configuration or create a new backup configuration from the Windows Home Server Console. This includes adding or excluding volumes and excluding specific folders. However, if you want to change the backup window, you must do this through the Settings option within the Windows Home Server Console, as described in 5. Follow these steps to create or change a backup configuration: 1. Start the Windows Home Server Console. You can create or change the backup configuration for another computer other than the one you are currently using, as long as it is switched on and connected to the network. You can easily tell if this is the case because any computer not switched on and connected is grayed out. 2. On the Computers & Backup tab, click the computer for which you want to create or change the backup configuration. 3. Click the Configure Backup button to launch the Backup Configuration Wizard, as shown in Figure 7-6.

Note You might think that you could solve the thread communication problem by firing an event from your worker thread. Unfortunately, this has the exact same limitation as the callback the event handler will still execute on the same thread, which isn t the main thread of your application.

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The asynchronous delegate example demonstrates how to execute code on a separate thread. However, this example is wide open to some of the nastier problems of multithreading. The worst part about all these problems is they usually don t appear immediately. Instead, they occur only sporadically under certain conditions, making them difficult to diagnose and solve. To tackle these problems, it helps to consider a sample application. The basic ingredient for any test is a time-consuming process. The following example uses a common algorithm for finding prime numbers in a given range called the sieve of Eratosthenes, which was invented by Eratosthenes himself in about 240 BC. With this algorithm, you begin by making a list of all the integers in a range of numbers. You then strike out the multiples of all primes less than or equal to the square root of the maximum number. The numbers that are left are the primes.

let form = let form = new Form() // input text box let input = new TextBox() // button to launch processing let button = new Button(Left = input.Right + 10, Text = "Go") // label to display the result let output = new Label(Top = input.Bottom + 10, Width = form.Width, Height = form.Height - input.Bottom + 10, Anchor = (AnchorStyles.Top ||| AnchorStyles.Left ||| AnchorStyles.Right ||| AnchorStyles.Bottom)) // create and run a new background worker let runWorker() = let background = new BackgroundWorker() // parse the input to an int let input = Int32.Parse(input.Text) // add the "work" event handler background.DoWork.Add(fun ea -> ea.Result <- fib input) // add the work completed event handler background.RunWorkerCompleted.Add(fun ea -> output.Text <- Printf.sprintf "%A" ea.Result) // start the worker off background.RunWorkerAsync() // hook up creating and running the worker to the button button.Click.Add(fun _ -> runWorker()) // add the controls let dc c = c :> Control form.Controls.AddRange([|dc input; dc button; dc output |]) // return the form form // show the form do Application.Run(form)

4. Click the Next button to continue. The wizard will collect some information about the chosen computer. This could take a few moments, so be patient. You will then see a list of all of the available volumes that can be backed up, as shown in Figure 7-7. You will also see the capacity of each volume, how much space has been used, whether or not it is an internal or external drive, and its status.

In this chapter, you won t go into the theory that proves the sieve of Eratosthenes, or see the fairly trivial code that performs it. (Similarly, you won t worry about optimizing it or comparing it against other techniques.) However, you will see how to perform the sieve of Eratosthenes algorithm on a background thread. The full code is available with the online examples for this chapter. It takes this form: public class Worker { public static int[] FindPrimes(int fromNumber, int toNumber) { // Find the primes between fromNumber and toNumber, // and return them as an array of integers. } } The FindPrimes() method takes two parameters that delimit a range of numbers. The code then returns an integer array with all the prime numbers that occur in that range. The Worker class is compiled into a separate DLL assembly. You can then reference it in your client application. To try out the Worker component, you can call the FindPrimes() method synchronously. Figure 20-2 shows a simple test form after a successful search has finished.

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