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Execute hEx5_10.CIRi and poll the output le to nd the worst-case deviation is a 495 A reduction of ICQ which occurs for 75 or for 50 percent of the nominal value of . Due to the nonlinear nature about the point of operation, the deviation for 225 or for 150% of the nominal value of was the lesser deviation. The particular value of ICQ for 225 can be determined by changing YMAX to MIN in the .WCASE statement, executing hEx5_10.CIRi, and examining the output le.

5.1 Leakage current approximately doubles for every 108C increase in the temperature of a transistor. If a Si transistor has ICBO 500 nA at 258C, nd its leakage current at 908C.

Thus, the velocity decreases by 32 feet per second every second. This is sometimes expressed by saying that the (downward) acceleration due to gravity is 32 feet per second per second, which is abbreviated as 32 ft/sec2 .

Sketch a set of common-emitter output characteristics for each of two di erent temperatures, indicating which set is for the higher temperature.

The CE collector characteristics of Fig. 3-3(c) are obtained as sets of points IC ; VCE from the ammeter and voltmeter readings of Fig. 3-3(a). For each xed value of IB ; IC IB 1 ICBO must increase with temperature, since ICBO increases with temperature (Problem 5.1) and is much less temperature sensitive than ICBO . The resultant shift in the collector characteristics is shown in Fig. 5-4.

(b) An object moves along a straight line according to the equation s = 2t 3 3t 2 + t 1. Then, v= ds = 6t 2 6t + 1 dt dv a= = 12t 6 dt

In the circuit of Fig. 3-13, a transistor that has 1 is replaced with a transistor that has 2 . (a) Find an expression for the percentage change in collector current. (b) Will collector current increase or decrease in magnitude if 2 > 1 Neglect leakage current.

day, then the rst two days of the week will apply to April and will be an April expense, whereas the last three days will be a May expense. To ar rive at the proper total for salaries for the month of April, we must in clude, along with the April payrolls that were paid in April, the two days salary that was not paid until May. Thus, we make an entry to accrue the two days salary. Accrued Salaries Assume that April 30 falls on Tuesday. Then, two days of that week will apply to April and three days to May. The payroll is $500 per day, $2,500 per week. For this example, $1,000 would thus apply to April and $1,500 to May. The entry would be as follows: April 30 Salaries Expense Salaries Payable 1,000

(a) By KVL, VCC IBQ RB VBEQ IEQ RE Using (3.2) and (3.4) in (1) and rearranging lead to VCC VBEQ RB RE ICQ RE ICQ 2 1

In this case, the acceleration is not constant. Notice that a > 0 when 12t 6 > 0, or t > 1 . This implies (by Theorem 17.3) 2 that the velocity is increasing for t > 1 . 2

Fig. 5-4

This equation may be written for the original transistor (with 1 and ICQ ICQ1 and for the replacement transistor (with 2 and ICQ2 ). Subtracting the former from the latter then gives ICQ2 ICQ1 0 RB RE 3 RE ICQ2 ICQ1 2 1 If we de ne ICQ2 ICQ1 ICQ , then (3) can be rewritten as 0 RB RE 1 ICQ1 ICQ 2 ICQ1 RE ICQ 1 2

22.1 Describe all the derivatives ( rst, second, etc.) of the following functions: x 1 (b) f (x) = (a) f (x) = x 4 5x 4 x+1

which, when rearranged, gives the desired ratio: ICQ 1 RB RE 2 100% 1 RB 2 1 RE ICQ1 (b) By inspection of (4), it is apparent that ICQ is positive for an increase in 2 > 1 . 4

Use SPICE methods to show the sensitivity of and VBEQ as the operating temperature ranges from 0 to 1258C if the transistor is the npn device of Example 5.9.

1,000