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ATM is a connection-oriented, virtual circuit technology, meaning that communication paths are created through the network prior to actually sending traffic. Once established, the ATM cells are routed based upon a virtual circuit address. A virtual circuit is simply a connection that gives the user the appearance of being dedicated to that user, when in point of fact the only thing that is actually dedicated is a time slot. This technique is generically known as label-based switching and is accomplished through the use of routing tables in the ATM switches that designate input ports, output ports, input addresses, output addresses, and QoS parameters required for proper routing and service provisioning. As a result, cells do not contain explicit destination addresses, but rather contain timeslot identifiers. Every virtual circuit address has two components, as shown in Figure 6-8. The first is the virtual channel (VC), which is a unidirectional conduit for the transmission of cells between two endpoints. For example, if two parties are conducting a videoconference, they will each have a VC for the transmission of outgoing cells that make up the video portion of the conference. The second level of the ATM addressing scheme is called a virtual path (VP). A VP is a bundle of VCs that have the same endpoints, and that, when considered together, make up a bidirectional transport facility. The combination of unidirectional channels that we need in our twoway videoconferencing example makes up a VP.

260 Capacitive reactance B. The value of XC decreases negatively. C. The value of XC does not change. D. You can t say what happens to XC without more data. 3. As the frequency of a wave gets lower, all other things being equal, the value of XC for a capacitor: A. Increases negatively. B. Decreases negatively. C. Does not change. D. Depends on the current. 4. A capacitor has a value of 330 pF. What is its capacitive reactance at a frequency of 800 kHz A. 1.66 . B. C. D. 0.00166 . 603 . 603 K .

This is a pure imaginary number The value of b in this case is 34, because 0 j34 = 0 + j( 34) Therefore, the absolute value is ( 34) = 34..

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The basic services that ATM provides are based on three general characteristics: the nature of the connection between the communicating stations (connection-oriented versus connectionless), the timing rela-

6. A capacitor has a value of 47 F. Its reactance is frequency A. 72 Hz. B. 7.2 MHz. C. 0.000072 Hz. D. 7.2 Hz. 7. A capacitor has XC A. 2.18 F. B. 21.8 pF. C. 0.00218 F. D. 2.18 pF. 8800 at f

Problem 15-3 Find the absolute value of 3 j 4. In this number, a = 3 and b = 4. Squaring both of these, and adding the results, gives us 32 + ( 4)2 = 9 + 16 = 25. The square root of 25 is 5. Therefore, the absolute value of this complex number is 5.

Quiz 261 9. A capacitor has C A. 1.0 Hz. B. 10 Hz. C. 1.0 kHz. D. 10 kHz. 10. Each point in the RC plane: A. Corresponds to a unique inductance. B. Corresponds to a unique capacitance. C. Corresponds to a unique combination of resistance and capacitance. D. Corresponds to a unique combination of resistance and reactance. 11 If R increases in an RC circuit, but XC is always zero, then the vector in the RC plane will: A. Rotate clockwise. B. Rotate counterclockwise. C. Always point straight towards the right. D. Always point straight down. 12. If the resistance R increases in an RC circuit, but the capacitance and the frequency are nonzero and constant, then the vector in the RC plane will: A. Get longer and rotate clockwise. B. Get longer and rotate counterclockwise. C. Get shorter and rotate clockwise. D. Get shorter and rotate counterclockwise. 13. Each impedance R jXC: A. Represents a unique combination of resistance and capacitance. B. Represents a unique combination of resistance and reactance. C. Represents a unique combination of resistance and frequency. D. All of the above. 14. In an RC circuit, as the ratio of capacitive reactance to resistance, closer to zero, the phase angle: A. Gets closer to 90 degrees. B. Gets closer to 0 degrees. C. Stays the same. D. Cannot be found. 15. In a purely resistive circuit, the phase angle is: A. Increasing. B. Decreasing. XC/R, gets 4700 F and XC 33 . What is f

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Recall the planes for resistance (R) and inductive reactance (X L ) from Chap. 13. This is the same as the upper-right quadrant of the complex number plane shown in Fig. 15-2. Similarly, the plane for resistance and capacitive reactance (XC) is the same as the lower-right quadrant of the complex number plane. Resistances are represented by nonnegative real numbers. Reactances, whether they are inductive (positive) or capacitive (negative), correspond to imaginary numbers.

262 Capacitive reactance C. 0 degrees. D. 90 degrees. 16. If the ratio of XC/R is 1, the phase angle is: A. 0 degrees. B. 45 degrees. C. 90 degrees. D. Impossible to find; there s not enough data given. 17. In Fig. 14-13, the impedance shown is: A. 8.02 B. 323 C. 8.02 D. 323 j323. j8.02. j323. j8.02.

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