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7. Suppose a capacitor has X C = 8800 at f = 830 kHz. What is C (a) 2.18 F (b) 21.8 pF (c) 0.00218 F (d) 2.18 pF 8. Suppose a capacitor has C = 166 pF at f = 400 kHz. What is X C (a) 2.4 k (b) 2.4 (c) 2.4 10 6 (d) 2.4 M 9. Suppose a capacitor has C = 4700 F and XC = 33 . What is f (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 X C is always zero, the vector in the RC plane will (a) rotate clockwise. (b) rotate counterclockwise. (c) always point straight toward 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 complex impedance value R jX C (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 are true.

14-9 In a circuit with capacitance and resistance, the current leads the voltage by less than 90 degrees.

Cell multiplexing and demultiplexing Virtual path and virtual channel switching Creation of the cell header Generic flow control Cell delineation

14. In an RC circuit, as the ratio XC /R approaches zero, the phase angle (a) approaches 90 . (b) approaches 0 . (c) stays the same. (d) cannot be found. 15. In a purely resistive circuit, the phase angle is (a) increasing. (b) decreasing. (c) 0 . (d) 90 . 16. If XC /R = 1, then what is the phase angle (a) 0 (b) 45 (c) 90 (d) Impossible to find because there s not enough data given 17. In Fig. 14-13, the impedance shown is (a) 8.02 + j323. (b) 323 + j8.02. (c) 8.02 j323. (d) 323 j8.02.

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256 Capacitive reactance The value of R in an RC circuit might increase relative to XC because resistance is deliberately put into a circuit. Or, it might happen because the frequency becomes so low that XC rises to a value comparable with the leakage resistance of the capacitor. In either case, the situation can be represented by a resistor, R, in series with a capacitor, C (Fig. 14-10).

Because the ATM layer creates the cell header, it is responsible for all of the functions that the header manages. The process, then, is fairly straightforward: the user s data passes from the Services layer to the AAL, which segments the data stream into 48-octet pieces. The pieces are handed to the ATM layer, which creates the header and attaches it to the payload unit, thus creating a cell. The cells are then handed down to the Physical layer. The Physical layer consists of two functional sublayers as well: the Transmission Convergence sublayer and the Physical Medium sublayer. The Transmission Convergence sublayer performs three primary functions. The first is called cell rate decoupling, which adapts the cell creation and transmission rate to the rate of the transmission facility by performing cell stuffing, similar to the bit-stuffing process described earlier in the discussion of DS-3 frame creation. The second responsibility is cell delineation, which enables the receiver to delineate between one cell and the next. Finally, it generates the transmission frame in which the cells are to be carried. The Physical Medium sublayer takes care of issues that are specific to the medium being used for transmission, such as line codes, electrical and optical concerns, timing, and signaling.

If you know the values of Xc and R, you can find the angle of lead, also called the RC phase angle, by plotting the point R jXC on the RC plane, drawing the vector from the origin 0 j0 out to that point, and then measuring the angle of the vector, clockwise from the resistance axis. You can use a protractor to measure this angle, as you did in the previous chapter for RL phase angles. Or you can use trigonometry to calculate the angle. As with RL circuits, you only need to know the ratio of XC to R to determine the 4 and R 7 , you ll get the same angle as with phase angle. For example, if XC 400 and R 700 , or with XC 16 and R 28 . The phase angle will XC be the same for any ratio of XC :R 4:7.

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