Explanation: A biphasic oscillator is a sine wave oscillator. Therefore, the output signals will be two identical sine waves that are 180o out of phase with each other. 2. If the output of the sinewave oscillator is Vsinωot, then determine the output of the inverter in the Biphasic oscillator.
A. Vsin(ωot+(3π/2))
B. Vsin(ωot+2π)
C. Vsin(ωot+π)
D. Vsin(ωot+(π/2))
Answer:A
Explanation: A biphasic oscillator is a sine wave oscillator. Therefore, the output signals will be two identical sine waves that are 180o out of phase with each other. 2. If the output of the sinewave oscillator is Vsinωot, then determine the output of the inverter in the Biphasic oscillator.
A. Vsin(ωot+(3π/2)) B. Vsin(ωot+2π) C. Vsin(ωot+π) D. Vsin(ωot+(π/2))
Explanation: Since the output of Biphasic oscillator are 180o out of phase with each other. The sine wave passing through the inverting amplifier (with gain of one) outputs the signal with 180o phase shift. 3. A function generator can produce