Download A Voice Changer Implemented With Analog Electronics...
Description
The End-All, Be-All, of Voice Modulation An in-depth look into audio manipulation
Problem How can we recreate the sense of nostalgia that we feel when we think of the voice changer toys we had as children? How can we resurrect the joy of childhood? How can we receive a passing grade in PHYS 3330?
The Circuit 5 Sections ● Electret Condenser Microphone/Auxiliary Input
● ● ● ●
Non-Inverting Amplifier Ring Modulator Choppy Effect Push Pull Transistors
Electret Condenser Microphone
Non-inverting Op Amp Stage 1
Stage 2
Theory G = 1 + (Rf / R) Stage 1
Stage 2
G1 = 1 + (10kΩ pot / 1kΩ) G1 = 11 - 1
G2 = 1 + (1kΩ / 1kΩ) G2 = 2
Total Gain = G1×G2 = 22 - 2
Model
G = Vout / Vin
G = Vout / Vin
G = 11.3V / 0.561 V = 21.899 Well within 5% of theory!
G = 1.12V / 0.504 V = 2.222 Well within 15% of theory!
Ring Modulator
Effect
Model f output = f input × f carrier Output Signal
Sine Wave over a Triangle Wave
Test
Output
Input
Carrier
Parts BAT 48 Schottky Diodes ● Low forward voltage drop (0.150.45 volts)
42TM018-RC Transformers ● Specific for audio
555 Timer Controlled MOSFET Switch
Theory vs. Experiment
1=RBC×ln(2) T T2=(R A+RB)C×ln(2) T=T1+T2 f=1/T
Duty Cycle = T2/(T1+T2)
49.9 kΩ resistor for R B
Theory: T1=(49.9 kΩ)(2.2 μF)ln(2)=0.076 s T2=(47 kΩ+49.9 kΩ)C×ln(2)=0.148 s T=T1+T2=0.223 s f=1/T=4.46 Hz Duty Cycle = T2/(T1+T2) = 66.1% Measured: T1=0.080 s T2=(47 kΩ+49.9 kΩ)C×ln(2)=0.156 s T=0.236 s f=1/T=4.24 Hz Duty Cycle = T2/(T1+T2) = 66.1% Well within 5% of theory!
100 kΩ resistor for RB
Theory: T1=(100 kΩ)(2.2 μF)ln(2)=0.152 s T2=(47 kΩ+100 kΩ)C×ln(2)=0.224 s T=T1+T2=0.376 s f=1/T=2.65 Hz Duty Cycle = T2/(T1+T2) = 59.6% Measured: T1=0.160 s T2=(47 kΩ+49.9 kΩ)C×ln(2)=0.240 s T=0.400 s f=1/T=2.50 Hz Duty Cycle = T2/(T1+T2) = 60.0% Within 10% of theory!
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