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You do not perceive the loudness (also called volume) of sound in direct proportion to the power contained in the disturbance. Your ears and brain sense sound levels according to the logarithm of the actual intensity. Another variable is the phase with which waves arrive at your ears. Phase allows you to perceive the direction from which a sound is coming, and it also affects perceived sound volume.

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A resistor, coil, and capacitor are connected in parallel. The resistor has a value of 100 , the capacitance is 200 pF, and the inductance is 100 H. The frequency is 1.00 MHz. What is the net complex admittance First, you need to calculate the inductive and capacitive susceptances. Recall jBL j(1/(6.28fL), and plug in the values, getting jBL j(l/(6.28 1.00 100) j0.00159

Figure 1-22 Quadrature amplitude modulation (QAM)

Megahertz and microhenrys go together in the formula. As for jBC, recall the formula jBC j(6.28fC). Convert 200 pF to microfarads to go with megahertz in the formula; C 0.000200 F. Then jBC j(6.28 1.00 0.000200) j0.00126

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The Decibel in Acoustics You have already learned about decibels in terms of signal voltage, current, and power Decibels are also used in acoustics, and in this application, they are considered in terms of relative power If you change the volume control on a hi-fi set until you can just barely tell the difference, the increment is one decibel (1 dB) If you use the volume control to halve or double the actual acoustic-wave power coming from a set of speakers, you perceive a change of 3 dB For decibels to have meaning in acoustics, there must be a reference level against which everything is measured.

0101 0111 0011 0100 0010 1001 1000 0000 1010 1100 1011 1101 1111 1110 0001

Now, you can consider the conductance, which is 1/100 0.0100 siemens, and the inductive susceptance to go together. So one of the vectors is 0.0100 j0.00159. The other is 0 j0.00126. Adding these gives 0.0100 j0.00033.

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Have you read that a vacuum cleaner produces 80 dB of sound This is determined with respect to the threshold of hearing, which is the faintest sound that a person with good hearing can detect in a quiet room specially designed to have a minimum of background noise Phase in Acoustics Even if there is only one sound source, acoustic waves reflect from the walls, ceiling, and floor of a room In Fig 31-1, imagine the baffles as two walls and the ceiling in a room As is the case with baffles, the three sound paths X, Y, and Z are likely to have different lengths, so the sound waves reflected from these surfaces will not arrive in the same phase at the listener s ears The direct path (D), a straight line from the speaker to the listener, is always the shortest path.

Problem 16-16

and the maximum bit rate that is achievable over that circuit, a relationship that was first described by Bell Labs researcher Claude Shannon, shown in Figure 1-24 and widely known as the father of information theory. In 1948 Shannon published A Mathematical Theory of

In this situation, there are at least four different paths by which sound waves can propagate from the speaker to the listener In some practical scenarios, there are dozens Suppose that, at a certain frequency, the acoustic waves for all four paths happen to arrive in exactly the same phase in the listener s ears Sounds at that frequency will be exaggerated in volume The same phase coincidence might also occur at harmonics of this frequency This is undesirable because it causes acoustic peaks, called antinodes, distorting the original sound At certain other frequencies, the waves might mix in phase opposition This produces acoustic nulls called nodes or dead zones If the listener moves a few feet, the volume at any affected frequency will change As if this isn t bad enough, a new antinode or node might then present itself at another set of frequencies.

A resistor, coil, and capacitor are in parallel. The resistance is 10.0 , the inductance is 10.0 H, and the capacitance is 1000 pF. The frequency is 1592 kHz. What is the complex admittance of this circuit at this frequency j(1/(6.28fL)). Convert the frequency to megahertz; 1592 First, calculate jBL kHz 1.592 MHz. Then jBL j/(l/(6.28 1.592 10.0)) j0.0100

Downloaded from Digital Engineering Library @ McGraw-Hill (www.digitalengineeringlibrary.com) 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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