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Problem 24-1 Suppose a circuit has an rms ac input of 100 V and an rms ac output of 140 V What is the gain in decibels First, find the ratio Eout/Ein Because Eout = 140 V rms and Ein = 100 V rms, the ratio is 140/100, or 140 Next, find the logarithm of 140 This is about 1146128036 Finally, multiply this number by 20, getting something like 2292256071 Round this off to three significant figures, because that s all you re entitled to, getting 229 dB Problem 24-2 Suppose a circuit has an rms ac input voltage of 242 V and an rms ac output voltage of 199 V What is the gain in decibels Find the ratio Eout/Ein = 199/242 = 0822 (The three dots indicate extra digits introduced by the calculator You can leave them in until the final roundoff) Find the logarithm of this: log 0822 = 00849 The gain is 20 times this, or 1699 dB, which rounds off to 170 dB For Current Current gain or loss is calculated in the same way as voltage gain or loss If Iin is the rms ac input current and Iout is the rms ac output current specified in the same units as Iin, then:

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where b = Rb e and the local gravity vector is ge = Ge (r) e e re ie ie e ie ie Again, the inputs are f b and b Initial conditions would be required for ib re (0), ve (0), and Re (0) b

The vector ve is the Earth relative velocity vector represented in the ECEF frame This vector can be expressed in various frames-of-reference To avoid the confusion of double superscripts, let the symbol ve represent e the Earth relative velocity In the ECEF frame, we have that ve = ve In 1 the tangent and geographic frames, we have that

Gain (dB) = 20 log(Iout /Iin )

(1134) (1135)

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For Power The power gain of a circuit, in decibels, is calculated according to a slightly different formula If Pin is the input signal power and Pout is the output signal power expressed in the same units as Pin, then:

The tangent frame has its origin at a xed location on the Earth The tangent frame position is the integral of the Earth relative velocity represented in tangent frame: t (1136) p t = ve

t The rate of change of ve is computed by the law of Coriolis (see p 54) applied to eqn (1134):

Gain (dB) = 10 log (Pout /Pin ) The coefficient (that is, the factor by which the logarithm is to be multiplied) in the formula for power gain is 10, whereas for voltage and current gain it is 20

(1137)

Problem 24-3 Suppose a power amplifier has an input of 503 W and an output of 125 W What is the gain in decibels

Using eqn (1132) to eliminate ve from eqn (1137), using the fact that te = 0, and using eqn (223), we obtain t ve = Rt f b + gt 2 t vt b ie

Therefore, with the direction cosine attitude representation, the tangent frame kinematic equations are pt t ve Rt

Find the ratio Pout/Pin = 125/503 = 2485 Then find the logarithm: log 2485 = 1395 Finally, multiply by 10 and round off The gain is thus 10 1395 = 140 dB

(1138) (1139) (1140)

where ie = it because b = 0 The inputs are again f b and b Initial ib et t conditions are required for pt (0), ve (0), and Rt (0) b

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