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A phase difference of 180 in the circular motion model of a sine wave represents (a) 1 4 revolution (b) 1 2 revolution (c) a full revolution (d) two full revolutions 5 You can add or subtract a certain number of degrees of phase to or from a wave, and end up with exactly the same wave again This number is (a) 90, or any whole-number multiple of it (b) 180, or any whole-number multiple of it (c) 270, or any whole-number multiple of it (d) 360, or any whole-number multiple of it 6 You can add or subtract a certain number of degrees of phase to or from a sine wave, and end up with an inverted (upside-down) representation of the original This number is (a) 90, or any odd whole-number multiple of it (b) 180, or any odd whole-number multiple of it.

Summary

At some particular frequency fo, the inductive susceptance BL will exactly cancel the capacitive susceptance BC; that is, BL BC. This is inevitable for some frequency fo, as long as the circuit contains finite, nonzero inductance and finite, nonzero capacitance. At the frequency fo, the susceptances cancel each other out, leaving zero susceptance. The admittance through the circuit is then very nearly equal to the conductance, G, of the resistor. If the circuit contains no resistor, but only a coil and capacitor, it is called a parallel LC circuit, and the admittance at resonance will be extremely low. The circuit will offer great opposition to alternating current at fo. Engineers think more often in terms of impedance than in terms of admittance; low admittance translates into high impedance. This condition is parallel resonance.

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(c) 270, or any odd whole-number multiple of it (d) 360, or any odd whole-number multiple of it..

Access technologies, used to connect the customer to the network, come in a variety of forms and offer a broad variety of connectivity options and bandwidth levels. The key to success is to not be a bottleneck. Access technologies that can evolve to meet the growing customer demands for bandwidth will be the winners in the game. DSL holds an advantage as long as it can overcome the availability challenge and the technology challenge of loop carrier restrictions. Wireless is hobbled by licensing and spectrum availability, both of which are regulatory and legal in nature, rather than technology limitations. In 6, Transport Technologies, we will discuss transport technologies, including private line, Frame Relay, ATM, and optical networking.

12-5 Vector representation of sine wave at the start of a cycle (A), at 1 4 cycle (B), at 1 2 cycle (C), and at 3 4 cycle (D).

7. Suppose a wave has a frequency of 300 kHz. How long does one complete cycle take (a) 1.300 s (b) 0.00333 s (c) 1/3000 s (d) 3.33 10 6 s 8. If a wave has a frequency of 440 Hz, how long does it take for 10 of a cycle to occur (a) 0.00273 s (b) 0.000273 s (c) 0.0000631 s (d) 0.00000631 s 9. Suppose two waves are in phase coincidence. One has peak values of peak values of 5 V. The resultant has voltages of (a) 8 V pk, in phase with the composites. (b) 2 V pk, in phase with the composites. (c) 8 V pk, in phase opposition with respect to the composites. (d) 2 V pk, in phase opposition with respect to the composites. 3 V and the other has

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The peak amplitude of the wave can be thought of in terms of the length of the vector. In Fig. 12-5, time is represented by the angle counterclockwise from due east, and amplitude is independent of time. This differs from the more common rendition of the sine wave, such as the one in Fig. 12-6. In a sense, whatever force causes the wave is always there, whether there s any instantaneous voltage or not. The wave is created by angular motion (revolution) of this force. This is visually apparent in the rotating-vector model. The reasons for thinking of ac as a vector quantity, having magnitude and direction, will become more clear in the following chapters, as you learn about reactance and impedance. If a wave has a frequency of f Hz, then the vector makes a complete 360-degree revolution every 1/f seconds. The vector goes through 1 degree of phase every 1/(360f) seconds.

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