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Utilizing Ethernet in the access and beyond is also appealing to Service Providers primarily because it simplifies their infrastructure, reduces costs, and most importantly, offers a new source of potential revenues. Ethernet can be offered on a variety of infrastructures, and delivering over one infrastructure versus the others means the cost structure also varies (since some infrastructures are more optimized than others) and impacts profitability. That enterprises are also demanding Ethernet for the reasons discussed previously further reinforces this appeal. The key benefits of Ethernet to Service Providers are summarized next. Since more granular services are delivered using Ethernet, there is an opportunity to derive more revenues than with TDM services; for instance, if a customer has subscribed to a T-1 circuit, then if additional bandwidth, say 5M is required, the usual option is a T-3/DS-3 circuit, a 28 times increase in bandwidth at probably 15 times the price of a T-1, with over 80 percent wasted. This rather undesirable option may actually lead to the customer putting off purchasing the DS-3 until much later and consequently deferring Service Provider revenues. With a 5M offering over Ethernet, of course, revenues can be immediately realized. Frequently, however, the market pricing is such that a customer will likely just purchase a 10 Mbps Ethernet circuit from the Service Provider for a nominally higher price (but still decidedly less than the price of a DS-3). Such a scenario is a win-win solution for both the Service Provider48 and the customer. Almost all major Service Providers in the U.S. and elsewhere are providing granular Ethernet bandwidth in increments of 1M.
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One final point to keep in mind when passing arguments to base class constructors: An argument being passed can consist of any expression valid at the time, including function calls and variables. This is in keeping with the fact that C++ allows dynamic initialization.
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// Use Where() and Select() to create a simple query. var posNums = nums.Where(n => n > 0).Select(r => r); Console.Write("The positive values in nums: "); // Execute the query and display the results. foreach(int i in posNums) Console.Write(i + " "); Console.WriteLine(); } }
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// This program introduces variables. using System; class UseVars { static void Main() { int length; // this declares a variable int width; // this declares another variable int area; // this is a third variable // Assign length the value 9. length = 9;
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Downloaded from Digital Engineering Library @ McGraw-Hill ( Copyright 2004 The McGraw-Hill Companies. All rights reserved. Any use is subject to the Terms of Use as given at the website.
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In the program, an array of bytes called storage is created. This array is then used as the underlying storage for a MemoryStream called memstrm. From memstrm are created a StreamReader called memrdr and a StreamWriter called memwtr. Using memwtr, output is written to the memory-based stream. Notice that after the output has been written, Flush( ) is called on memwtr. This is necessary to ensure that the contents of memwtr s buffer are actually written to the underlying array. Next, the contents of the underlying byte array are displayed manually, using a foreach loop. Then, using Seek( ), the file pointer is reset to the start of the stream, and the memory stream is read using memrdr. Memory-based streams are quite useful in programming. For example, you can construct complicated output in advance, storing it in the array until it is needed. This technique is especially useful when programming for a GUI environment, such as Windows. You can also redirect a standard stream to read from an array. This might be useful for feeding test information into a program, for example.
This program displays the local time defined by the system:
is adopted to send Morse code or to send 1s and 0s by turning on and off the RF carrier frequency. This allows one bit of data to be sent between each discrete amplitude transition. Instead of varying the amplitude in discrete states while maintaining the phase we can maintain the amplitude of the carrier while changing the phase of the signal to two discrete states; such as 0 and 180 degrees, as shown in Fig. 2.27. This type of digital modulation is the most basic, and is referred to as binary phase shift keying (BPSK) with a 0 degree reference phase indicating a 1, and a 180 degree discrete state indicating a binary 0.
Part II:
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Sin 1 0 = 0, Sin 1 2 2 = . 4
Related Function
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