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10-1. Determine the Nyquist sample rate for a maximum analog input frequency of a. 4 kHz. b. 10 kHz. a. 8 kHz b. 20 kHz 10-2. For the sample-and-hold circuit shown in Figure 10-5a, determine the largest-value capacitor that can be used. Use the following parameters: an output impedance for Z1 = 20 , an on resistance of Q1 of 20 , an acquisition time of 10 s. a maximum output current from Z1 of 20 mA, and an accuracy of 1%. C = 0.0543 μF 10-3. For a sample rate of 20 kHz, determine the maximum analog input frequency. 10 kHz or less 10-4. Determine the alias frequency for a 14-kHz sample rate and an analog input frequency of 8 kHz. 6 kHz 10-6. Determine the minimum number of bits required in a PCM code for a dynamic range of 80 dB. What is the coding efficiency? 14 bits, coding efficiency = 94.91% 10-8. Determine the SQR for a 2-vrms signal and a quantization interval of 0.2 V. SQR = 1200 or 30.8 dB 10-10. A 12-bit linear PCM code is digitally compressed into eight bits. The resolution = 0.03 V. Determine the following for an analog input voltage of 1.465 V: a. 12-bit linear PCM code +49 or 100000110001 b. eight-bit compressed code 10101000 c. Decoded 12-bit code 100000110001 d. Decoded voltage +1.47 V e. Percentage error Qe only = 0.005, 0.341% 10-12. For each of the following 12-bit linear PCM codes, determine the eight-bit compressed code to which they would be converted: a. 100000001000 10001000 b. 100000001001 10001001 c. 100000010000 10010000 d. 000000100000 0010000 e. 010000000000 01110000 f. 010000100000 01110000 10-14. For the sample-and-hold circuit shown in Figure 10-5a, determine the largest-value capacitor that can be used for the following parameters: Z1 output impedance = 15 , an on resistance of Q1 of 15 , an acquisition time of 12 s, a maximum output current from Z1 of 10 mA, an accuracy of 0.1%, and a maximum change in voltage dv = 10 V. 0.012 μF 10-16. Determine the alias frequency for the following sample rates and analog input frequencies: fa(kHz) fs(kHz) ffo(kHz) 3 4 1 5 8 3 6 8 2 5 7 2 10-18. Determine the minimum number of bits required for PCM codes with the following dynamic ranges and determine the coding efficiencies: DR = 24 dB, 48 dB, and 72 dB. DR bits efficiencies 24 dB 5 81.5% 48 dB 8 99.7% 72 db 12 99.7% 10-20. For the following resolutions, determine the range of the eight-bit sign-magnitude PCM codes: Code Resolution (V) Range 10111000 0.10 +5.55 to +5.65 00111000 0.10 -5.55 to –5.65 11111111 0.05 +6.325 to +6.375 00011100 0.02 -0.55 to –0.57 00110101 0.02 -1.05 to –1.07 11100000 0.02 +1.91 to +1.93 00000111 0.02 -0.13 to -0.15 10-22. Determine the resolution and quantization noise for an eight-bit linear sign-magnitude PCM code for the following maximum decoded voltages: Vmax = 3.06 Vp, 3.57 Vp, 4.08 Vp, and 4.59 Vp. Vmax Res Qe 3.06 0.024 0.012 3.57 0.028 0.014 4.08 0.032 0.016 4.59 0.036 0.018 10-24. For the 12-bit linear PCM codes given, determine the voltage range that would be converted to them: 12-Bit Linear Code Resolution (V) Range 10-26. 100011110010 0.12 29.04 V ±60 mV 000001000000 0.10 6.4 V ±50 mV 000111111000 0.14 7.056 V ±70 mV 111111110000 0.12 243.84 V ±60 mV For the following eight-bit compressed codes, determine the expanded 12-bit code. Eight-Bit Code Twelve-Bit Code 11001010 100011010100 00010010 000000010010 10101010 100000110101 01010101 000101011000 11110000 110000100000 11011011 100110111000