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Find the power dissipated in the load resistor RL 100 of the circuit of Fig. 2-22(a) if the diode is ideal and vS 10 sin !t V. Ans: 206:6 mW The logic AND gate of Fig. 2-46(a) has trains of input pulses arriving at the gate inputs, as indicated by Fig. 2-47(b). Signal v2 is erratic, dropping below nominal logic level on occasion. Determine vo . Ans: 10 V for 1 t 2 ms, 5 V for 4 t 5 ms, zero otherwise.

Fig. 2-46



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Mathematical functions manipulate numeric values according to mathematical rules. The ROUND function is presented in detail, including an example, followed by a table that lists other mathematical functions that are commonly found in





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The logic AND gate of Fig. 2-46(a) is to be used to generate a crude pulse train by letting v1 10 sin !t V and v2 5 V. Determine (a) the amplitude and (b) the period of the pulse train appearing as vo . Ans: a 5 V; b 2 =! In the circuit of Fig. 2-29, vS is a 10-V square wave with a 4-ms period. The diode is nonideal, with the characteristic of Fig. 2-26(b). If the capacitor is initially uncharged, determine vC for the rst cycle of vs . Ans: 9:5 1 e 333:3t V for 0 t < 2 ms and 4.62 V for 2 t < 4 ms The forward voltage across the diode of Problem 2.35 is vD 0:3 0:060 cos t V. Find the ac component of the diode current id . Ans: 2:52 cos t mA The circuit of Fig. 2-47(a) is a voltage-doubler circuit, sometimes used as a low-level power supply when the load RL is reasonably constant. It is called a doubler because the steady-state peak value of vL is twice the peak value of the sinusoidal source voltage. Figure 2-47(b) is a sketch of the steady-state output voltage for vs 10 cos !t V. Assume ideal diodes, ! 120 rad/s, C1 20 F, C2 100 F, and RL 20 k . (a) Solve by SPICE methods for the decay time td . (b) From the SPICE results, determine the peak-topeak value of the ripple voltage. (Netlist code available from author website.) Ans: a 15:52 ms; (b) 0.75 V

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D2 _ 0 (a)

SQL implementations. As always, check your DBMS documentation for a speci c list of supported mathematical functions.

Fig. 2-47

The ROUND function rounds off a number to the speci ed number of decimal places. The number is provided as the rst expression and the number of decimal places as the second. The general format of the ROUND function is shown next, followed by an example adapted from earlier in the chapter.

Find the diode current during one capacitor-charging cycle in the recti er circuit of Fig 2-15(a) if C 47 F; RL 1 k ; and vS 90 cos 2000t V (Hint: The approximate ripple formula cannot be used, as it implicitly assumes zero capacitor charging time Instead, solve for capacitor current and load current, and add) Ans: iD 8:49 sin 2000t 0:68 A for 2:966 ms t < 3:142 ms In the circuit of Fig 2-32, R1 RL 10 If the diode is ideal and vS 10 sin !t V, nd the average value of the load voltage vL Ans: 3:18 V Rework Problem 220 with the diode of Fig 2-18(b) reversed and all else unchanged (The circuit is now a positive clamping circuit.

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