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7133 Another test for passive equipment is a return loss test Return loss in dB is simply equal to 20 times the logarithm of 1/re ection coef cient This test is performed using a return-loss bridge driven by a whitenoise signal source and is shown in Figure 7-8 This test basically is a measure of the characteristic impedance variations from the matched condition Variations in impedance match can cause signal amplitude variations as well as television signal ghosting in extreme cases 7134 Another easy and interesting test to make for cable is using a time domain re ectometer (TDR) to measure the length of the cable on a reel There are several TDR instruments on the market today that operate in the digital domain, having an LCD screen that indicates the distance to a fault This distance will equal the length of the cable on a reel if the end is open or short-circuited For testing the length on a reel, it is usual to leave the end open (a matter of convenience) and measure the distance to the fault (a cut cable) Any abnormalities observed along the cable length will be shown on the LCD display and can be measured as dent or crush This TDR measurement is often used alone as an admittance test for cable or used in conjunction with the simple loss test The test setup and an example of some screen displays is shown in Figures 7-9a and 7-9b A TDR displaying the waveform tells the most about cable problems Some lower-priced TDRs with digital readouts indicate the distance to the rst

The Exp function will return a number raised to a power number Exp(numberpower) Example: Exp(37) returns 4045

x += 10;

integer Fact(number input_parameter)

The operator pair += tells the compiler to assign to x the value of x plus 10 Here is another example The statement

x = x - 100;

Part III:

fault An LED indicator points out the nature of the fault, such as an open (cut) cable or a short-circuited cable (crushed)

x -= 100;

The Floor function will return the number input_parameter provided rounded down to the nearest whole number

Both statements assign to x the value of x minus 100 There are compound assignment operators for many of the binary operators (that is, those that require two operands) The general form of the shorthand is variable op = expression; Thus, the arithmetic and logical assignment operators are

integer Floor(number input_parameter)

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Cable television systems are tested as mandated by the FCC, which is referred to as the proof-of-performance test Cable systems are continually tested for cable system signal leakage Cable systems that are completely coaxial and are driven by ampli er cascades have a much more

Because the compound assignment statements are shorter than their noncompound equivalents, the compound assignment operators are also sometimes called the shorthand assignment operators The compound assignment operators provide two benefits First, they are more compact than their longhand equivalents Second, they can result in more efficient executable code (because the left-hand operand is evaluated only once) For these reasons, you will often see the compound assignment operators used in professionally written C# programs

number Ln(number input_parameter)

In programming, it is common to assign a value of one type to a variable of another type For example, you might want to assign an int value to a float variable, as shown here:

The Log function will return the logarithm for the number input_parameter provided for the number log_base provided

When compatible types are mixed in an assignment, the value of the right side is automatically converted to the type of the left side Thus, in the preceding fragment, the value in i is converted into a float and then assigned to f However, because of C# s strict type-checking, not all types are compatible, and thus, not all type conversions are implicitly allowed For example, bool and int are not compatible

7

number Log(number input_parameter; number log_base)

2:

The Mod function will return the remainder resulting from number input_dividend divided by the number input_divisor

When one type of data is assigned to another type of variable, an implicit type conversion will take place automatically, if:

number Mod(number input_dividend; number input_divisor)

extensive problem keeping cable signal leakage under control Also, the long cascades of trunk ampli ers should be checked periodically for noise and distortion problems Cable systems that use ber-optic technology where the trunk cable is replaced by an optical ber carrying both the downstream television signals as well as upstream digital data signals have a lot less signal leakage problems, because leakage can exist only in the coaxial feeder plant Also, the coaxial feeder plant usually consists of short RF ampli er cascades Many systems limit the ampli er cascade to ve These systems also enjoy the fact that cascade noise and distortions are minimal or unobservable Still, as long as there is coaxial cable plant, RF leakage has to be controlled and undergo the FCC proof-of-performance testing

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