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Binary The binary number system is a method of expressing numbers using only the digits 0 and 1 It is sometimes called base 2 or radix 2 The digit immediately to the left of the radix point is the ones digit The next digit to the left is a twos digit; after that comes the fours digit Moving farther to the left, the digits represent 8, 16, 32, 64, and so on, doubling every time To the right of the radix point, the value of each digit is cut in half again and again, that is, 1 2, 1 4, 1 8, 1 16, 1 32, 1 64, and so on Consider the decimal number 94 In the binary number system, this number is written as 1011110 It breaks down as follows:

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The amount by which the carrier frequency varies will depend on the relative audio signal level, and also on the degree to which the audio is amplified before it s applied to the modulator The deviation is the maximum extent to which the instantaneous carrier frequency differs from the unmodulated-carrier frequency For most FM voice transmitters, the deviation is standardized at plus or minus 50 kHz (Fig 26-11)

Mix the right sides and solve Now let s put the right side of the first SI equation on the left side of an equals sign, and the right side of the second SI equation on the right side of the same equals sign This produces a first-degree equation in one variable:

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2x + 4 = 7x 41 Now let s solve this for x When we subtract 7x from each side, we get 9x + 4 = 41 We can subtract 4 from each side to obtain 9x = 45 Finally, we divide through by 9 to get x=5

The deviation obtainable by means of direct FM is greater, for a given oscillator frequency, than the deviation that can be gotten via phase modulation But the deviation of a signal can be increased by a frequency multiplier This is an RF amplifier circuit whose output is tuned to some integral multiple of the input A multiply-by-two circuit is called a frequency doubler; a multiply-by-three circuit is a frequency tripler When an FM signal is passed through a frequency multiplier, the deviation gets multiplied along with the carrier frequency If a modulator provides plus or minus 16 kHz deviation, the frequency can be doubled and the result will be a deviation of plus or minus 32 kHz If the frequency is tripled, the deviation increases to plus or minus 48 kHz, which is just about the standard amount for FM voice communications

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0 20 + 1 21 + 1 22 + 1 23 + 1 24 + 0 25 + 1 26 = 1011110 When you work with a computer or calculator, you give it a decimal number that is converted into binary form The computer or calculator does its operations entirely using the digits 0 and 1 When the process is complete, the machine converts the result back into decimal form for display In a communications system, binary numbers can represent alphanumeric characters, shades of color, frequencies of sound, and other variable quantities

Substitute and solve again To solve for y, we can take either of the SI equations and plug in 5 for x Let s use the first one That gives us

In FM hi-fi broadcasting, and in some other applications, the deviation is much greater than plus or minus 50 kHz This is called wideband FM, as opposed to narrowband FM just discussed For ordinary voice communications, there s nothing to be gained by using wideband FM The only result will be that the signal will take up an unnecessary amount of radio spectrum space But for music, the fidelity improves as the bandwidth increases The deviation for an FM signal should be equal to the highest modulating audio frequency, if optimum fidelity is to be obtained Thus, plus or minus 50 kHz is more than enough for voice (30 kHz would probably suffice) For music, a deviation of about plus or minus 15 kHz or 20 kHz is needed for excellent hi-fi reception

y = 2 5 + 4 = 10 + 4 = 6 We have used algebra to find that x = 5 and y = 6 We can express this as the ordered pair (5, 6) if we imagine x as the independent variable and y as the dependent variable

Octal Another scheme, sometimes used in computer programming, is the octal number system, so named because it has eight symbols (according to our way of thinking), or 23 Every digit is an element of the set {0, 1, 2, 3, 4, 5, 6, 7} This system is also known as base 8 or radix 8 Hexadecimal Another system used in computer work is the hexadecimal number system It has 16 (24) symbols These digits are the usual 0 through 9 plus six more, represented by A through F, the first six letters of the alphabet The digit set is {0, 1, 2, 3, 4, 5, 6, 7, 8, 9, A, B, C, D, E, F} This system is sometimes called base 16 or radix 16

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