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(b) If the cloud-to-ground voltage before the discharge is 400 MV, nd the total energy W released and the average power P during the discharge (c) If during the storm there is an average of 18 such lightning strokes per hour, nd the average power released in 1 hour Ans (a) Q 5 C; (b) W 109 J; P 1013 W; (c) 5 MW Lightning II Find the cloud-to-ground capacitance in Problem 233 just before the lightning stroke Ans 125 mF Lightning III The current in a cloud-to-ground lightning stroke starts at 200 kA and diminishes linearly to zero in 100 ms Find the energy released W and the capacitance of the cloud to ground C if the voltage before the discharge is (a) 100 MV; (b) 500 MV Ans.
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According to (3) of Problem 9.15,
Formulas for command volumes State the formula for the volume of each solid in Fig. 17-31.
(a) W 5 108 J; C 0:1 mF; (b) W 25 108 J; C 20 nF The semiconductor diode of Example 24 is placed in the circuit of Fig 2-25 (a) Vs 1 V, (b) Vs 1 V Ans (a) 14 mA; (b) 0 Find the current for.
CHAP. 9]
Fig. 17-31
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The diode in the circuit of Fig. 2-26 is ideal. The inductor draws 100 mA from the voltage source. A 2-mF capacitor with zero initial charge is also connected in parallel with the inductor through an ideal diode such that the diode is reversed biased (i.e., it blocks charging of the capacitor). The switch s suddenly disconnects with the rest of the circuit, forcing the inductor current to pass through the diode and establishing 200 V at the capacitor s terminals. Find the value of the inductor. Ans. L 8 H Compute the static and dynamic resistances of the diode of Example 2.4 at the operating point v 0:66 V. Ans: R% 0:66 0:67 0:65 550 and r % 21:7 1:2 10 3 1:7 0:78 10 3
CHAP. 2]
(a) V (b) V lwh for this solid. Now l lwh again. Here l Vcyl. I Vcyl. II 2a, w pR2h 4e, w 3e, and h 2e. Hence, V (4e)(3e)(2e) 6abc pr2h 10pr2h 24e3
Fig. 9-23
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The input voltage in the circuits of 7-45 is a weighted sum of sinusoids with the highest frequency f0 Hz. Assuming that RC < 1= 360 f0 , nd v2 t . Ans: v2 t % v1 t 2RC
17.1. Find, to the nearest integer (using p (a) A cube with an edge of 7 yd (b) A rectangular solid with dimensions of 8 ft, 62ft, and 14 ft (c) A sphere with radius of 30 m (d) A cylinder of revolution with a radius of 10 yd and a height of 42 yd. [Hint: Use T
The logarithmic ampli er of Fig. 9-7 has two undesirable aspects: VT and Io are temperaturedependent, and ln RIo may not be negligibly small. A circuit that can overcome these shortcomings is presented in Fig. 9-24. Show that if Q1 and Q2 are matched transistors, then vo is truly proportional to ln vS .
Fig. 7-47 Fig. 7-46 7.46 In the circuit of Fig. 7-47, nd the di erential equation relating v2 to v1 . Fig. 7-45(a) of Example 7.17. dv 1 dv v1 RC 1 Ans: v2 RC 2 2 dt dt In the circuit of Fig. 7-48, nd the relationship between v2 and v1 . dv2 C1 dv1 v R2 C2 Ans: v2 R1 C1 dt C2 1 dt Compare with the circuit of
(a) AC BD AD 3 5 3 5 6 5 8 11 6 14 (b) mj AEC mj BED mj AED 60 40 60 40 30 40 100 70 30 130
Fig. 7-48
Q2 + + _
Applying postulates 4, 5, and 6 In each part, state a conclusion that follows when Postulates 4, 5, and 6 are applied to the given data. (a) Given: a (b) Given: a e (Fig. 2-16) c, b d (Fig. 2-16) mj DAE (Fig. 2-17) mj BCA, mj 1 mj 3 (Fig. 2-17)
Fig. 7-49
Fig. 2-16
R3 _
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