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receiver must be tuned and the transmitter module replaced. In other words, the network operator again ends up with stock problems and wavelength quasi-static channel assignment. Additionally, this scenario features a greater number of AWG components, which are still more expensive than PSCs, unless polymer-based, temperature compensated AWG can be utilized. Figure 7.7c depicts the target WDM PON architecture, in which a long feeder section ends up in the first stage PSC (typically a 1 16 or 1 32 port device), performing power-splitting operations with all downstream channels, 1 n, present at each output port. A short interconnection section follows, terminated in the second-stage PSC module, performing another power-splitting operation. This time the port count depends on the subscriber population and ONU count demand. Typically, 1 16 or 1 32 are the expected splitting factors. In this system, all downstream wavelengths, 1 n, reach each ONU in the system, and thus the ONU receiver must be broadband and must employ a form of tuneable filtering. The disadvantages of this scenario include a high splitting loss in the downstream channel; in a double 1 32 port PSC system, a total of 1024 ports are available, resulting in 10 log 1024 = 30.1 dB of splitting loss (ideal situation) increased by the excess losses in the PSC modules and coupling between the PSC modules and the fiber. Taking the coupling losses as well as fiber attenuation of 0.2 dB/km for standard G.652 SMF with 20 km physical reach (4 dB in total), a total power loss exceeding 35 dB is obtained. Such a power loss level is acceptable in the downstream and results from the inherent PON broadcast policy. It is, however, unacceptable in the upstream direction, where the power loss should be minimized to avoid application of expensive optical amplifiers. A number of WDM PON proposals are also focused on the elimination of optical sources from the ONU module altogether, since it is expensive and risky (in terms of network security) to let the subscriber modules manage the upstream transmission wavelength. Assuming that for some reason (either deliberately or accidentally) one of the ONU transmitters deviates from the allocated channel, it can degrade not only its but also the adjacent channels. To prevent such a situation from occurring, it has been suggested that all optical sources should be placed in the OLT, so that the ONUs would only modulate the optical carrier delivered in the downstream direction. In certain solutions, the downstream and upstream channels operate at the same wavelength, where the downstream data stream is composed of the OLT data and unmodulated optical carrier slots, which are used by the ONU in accordance with the DBA mechanism to deliver the buffered data towards the OLT module. Such a solution constitutes therefore the so-called shared-source system. Two types of modulators are generally considered as fit for this particular system structure, either an external modulator or a reflective semiconductor optical amplifier (so-called R-SOA).
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To see the connections in the connection table, use the show conn command:
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// Uppercase letters. using System; class UpCase { static void Main() { char ch; for(int i=0; i < 10; i++) { ch = (char) ('a' + i); Console.Write(ch); // This statement turns off the 6th bit. ch = (char) (ch & 65503); // ch is now uppercase Console.Write(ch + " "); } } }
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sleeve t inside the aluminum sheath while the connector s wedge-type grip forced the aluminum against the sleeve, improving the connector s grip on the aluminum sheath. Initially, some stainless steel sleeves made for various cable sizes had to be installed rst. The procedure was to remove some of the dielectric core, called coring, using a tool made for the cable size and speci c connector and then inserting the sleeve. At present, most connector types have an integral sleeve placed within the connector that prevents losing a sleeve, installing an improper sleeve size, or forgetting to install a sleeve. An example of a connector type is shown in Figure 1-5 and the preparation steps are displayed in Figure 1-6. Proper connector installation prevents
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Figure 4-9 provides an example of the interaction between H.225.0 RAS signaling and H.245 control signaling for changes of bandwidth. In this example, an endpoint wants to increase the bandwidth used on a call. The endpoint first uses the BRQ message to request permission from its gatekeeper. Assuming that the request is acceptable, the gatekeeper responds with a BCF message. The endpoint closes the existing logical channel to the remote endpoint and opens a new logical channel, which has a new bit rate. The remote endpoint sees that a higher bit rate is required, but before confirming the new bit rate, it must ask its gatekeeper for permission. Therefore, the remote endpoint also sends a BRQ and receives a BCF. Only upon receipt of the BCF from its gatekeeper does the remote endpoint confirm the opening of the new logical channel. Note that Figure 4-9 shows that the two endpoints are controlled by the same gatekeeper. They could just as easily be controlled by different gatekeepers. H.245 signaling is described in greater detail later in this chapter.
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A string can be used to control a switch statement. It is the only non-integer type that can be used in the switch. The fact that strings can be used in switch statements makes it possible to handle some otherwise difficult situations quite easily. For example, the following program displays the digit equivalent of the words one, two, and three :
Discussion:
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After this statement executes, MyTask will begin executing. Since StartNew( ) is more efficient when a task is going to be created and then immediately started, subsequent examples will use this approach.
This program prompts the user to enter two numbers from the keyboard. If the first number is less than the second number, then both cout statements are executed. Otherwise, both are skipped. At no time can just one of them execute.
Sorts a pair of one-dimensional arrays into ascending order. The k array contains the sort keys. The v array contains the values linked to those keys. Thus, the two arrays contain key/value pairs. After the sort, both arrays are in ascending-key order. Sorts a pair of one-dimensional arrays into ascending order using the comparison method specified by comp. The k array contains the sort keys. The v array contains the values linked to those keys. Thus, the two arrays contain key/value pairs. After the sort, both arrays are in ascending-key order. Sorts a pair of one-dimensional arrays into ascending order using the comparison method specified by comp. The k array contains the sort keys. The v array contains the values linked to those keys. Thus, the two arrays contain key/value pairs. After the sort, both arrays are in ascending-key order. Sorts a range of a into ascending order. The range begins at a[start] and runs for count elements. The array must be one-dimensional. Sorts a range of a into ascending order. The range begins at a[start] and runs for count elements. The array must be one-dimensional. Sorts a range of a into ascending order using the comparison method specified by comp. The range begins at a[start] and runs for count elements. The array must be one-dimensional. Sorts a range of a into ascending order using the comparison method specified by comp. The range begins at a[start] and runs for count elements. The array must be one-dimensional. Sorts a range within a pair of one-dimensional arrays into ascending order. Within both arrays, the range to sort begins at the index passed in start and runs for count elements. The k array contains the sort keys. The v array contains the values linked to those keys. Thus, the two arrays contain key/ value pairs. After the sort, both ranges are in ascending-key order. Sorts a range within a pair of one-dimensional arrays into ascending order. Within both arrays, the range to sort begins at the index passed in start and runs for count elements. The k array contains the sort keys. The v array contains the values linked to those keys. Thus, the two arrays contain key/ value pairs. After the sort, both ranges are in ascending-key order. Sorts a range within a pair of one-dimensional arrays into ascending order using the comparison method specified by comp. Within both arrays, the range to sort begins at the index passed in start and runs for count elements. The k array contains the sort keys. The v array contains the values linked to those keys. Thus, the two arrays contain key/value pairs. After the sort, both ranges are in ascending-key order. Sorts a range within a pair of one-dimensional arrays into ascending order using the comparison method specified by comp. Within both arrays, the range to sort begins at the index passed in start and runs for count elements. The k array contains the sort keys. The v array contains the values linked to those keys. Thus, the two arrays contain key/value pairs. After the sort, both ranges are in ascending-key order. Returns true if the predicate specified by pred is satisfied by all elements in a. If one or more elements fail to satisfy pred, then false is returned.
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