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(b) From (2) it is apparent that if VD VBEQ , then IDQ is independent of variations in VBEQ . (c) If is independent of temperature, di erentiation of (2) with respect to T results in dICQ dVD dVBEQ dT dT RB 1 RE dT Hence, if dVD =dT dVBEQ =dT; ICQ is insensitive to temperature.

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For the diode compensated circuit of Fig. 5-11, VCC 15 V; VEE 4 V; R1 100 ; R2 20 k , RC 15 ; RE 200 , and RD 2 k . Use SPICE methods to show that the collector current ICQ is reasonably insensitive to change in operating point temperature. Assume that the transistor is the device of Example 5.9 and that the diode is adequately described by the SPICE default model.

> 0, f has a relative minimum at x = 2 , with 3 f 2 3 =2 2 3 + 3 2 2 2 4 3 3 +2= 16 4 8 16 12 72 54 10 + +2= + = 27 9 3 27 27 27 27 27

Netlist code for the circuit is shown below:

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Solved Problem 5.2 An insurance policy covering a two-year period was purchased on November 1 for $600. The amount was debited to Pre paid Insurance. Show the adjusting entry for the two-month period end ing December 31. Solution: Insurance Expense Prepaid Insurance

Prb5_21.CIR VCC 2 0 15V VEE 0 7 4V VIC 3 4 0V R1 1 0 100ohm R2 2 1 20kohm RC 2 3 15kohm RE 5 6 200ohm RD 6 7 2kohm D 0 6 DMOD Q 4 1 5 QNPNG .MODEL DMOD D() .MODEL QNPNG NPN(Is=10fA Ikf=150mA Isc=10fA Bf=150 + Br=3 Rb=1ohm Rc=1ohm Va=75V Cjc=10pF Cje=15pF) .DC TEMP 25 125 5 .PROBE .END

f (x) > 0 when x > 1 , and f (x) < 0 when x < 1 . Hence, the curve is concave upward for x > 1 and concave downward 6 6 6 for x < 1 . So there must be an in ection point I, where x = 1 . 6 6

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After executing hPrb5_21.CIRi, the plots of Fig. 5-12 can be generated showing that over the temperature range of 25 to 1258C, the quiescent collector current ICQ changes by only 7.1 percent. Over the same temperature range, VBEQ changes by 42.2 percent. To fully appreciate the temperature stabilization attained, one can edit the netlist code to replace the diode D by a 400 resistor. This change results in approximately the same quiescent point for normal operating temperature but will show that ICQ increases by more than 130 percent over the temperature range of 0 to 1258C.

RB + VBB _

Fig. 23-6

Fig. 5-12

Fig. 5-13

lim f (x) =

50* 50

The circuit of Fig. 5-13 includes nonlinear diode compensation for variations in ICBO . (a) Find an expression for ICQ as a function of the temperature-sensitive variables VBEQ ; ; ICBO , and VD . (b) What conditions will render ICQ insensitive to changes in ICBO

CHAP. 5]

x

Substitution for IEQ and IBQ via (5.5) and (5.6) and rearranging give ICQ VBB VBEQ ICBO RB RE ID RB RB = RE 1

Show that if a second identical diode is placed in series with the diode of Example 5.8 (see Fig. 5-2), and if RD is made equal in value to RB , then the collector current ICQ % IEQ displays zero sensitivity to temperature changes that a ect VBEQ . Make the reasonable assumption that @VD =@T @VBEQ =@T.

lim f (x) =

The equation we found for ICQ in Example 5.8 describes ICQ in this problem if VD is replaced by 2VD ; that gives ICQ % VBB RD 2VD RB = RD RB VBEQ 2RD kRB = RE 1

Solved Problem 5.3 Machinery costing $12,000, purchased November 30, is being depreciated at the rate of 10 percent per year. Show the ad justing entry for December 31. Solution: Depreciation Expense Machinery Accumulated Depreciation Machinery

Assuming that only VBEQ and VD are temperature dependent, we have 2RB @VD @VBEQ @ICQ RD RB @T @T 2RD kRB = RE @T

With @VD =@T @VBEQ =@T and RB RD , (2) reduces to zero, indicating that ICQ is not a function of temperature.

x

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