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XOR Phase Detector Current is defined as an electric current (which is a stream of charged particles, such as electrons or ions) moving through an electrical conductor or space. It represents the output current generated by an XOR phase detector circuit.
The calculator uses the XOR phase detector equation:
Where:
Explanation: The equation calculates the output current of an XOR phase detector by multiplying the phase difference between input signals by the average voltage gain of the detector.
Details: Accurate calculation of XOR phase detector current is crucial for phase-locked loop (PLL) design, frequency synthesis, clock recovery circuits, and various communication systems where precise phase detection is required.
Tips: Enter phase difference in radians and average voltage in volts. Both values must be non-negative numbers for valid calculation.
Q1: What is an XOR phase detector?
A: An XOR phase detector is a digital circuit that produces an output signal whose duty cycle is proportional to the phase difference between two input signals.
Q2: What are typical applications of XOR phase detectors?
A: XOR phase detectors are commonly used in phase-locked loops (PLLs), frequency synthesizers, clock recovery circuits, and motor control systems.
Q3: What is the operating range of XOR phase detectors?
A: XOR phase detectors typically operate over a phase difference range of 0 to π radians (0 to 180 degrees), with linear response in this range.
Q4: How does XOR phase detector differ from other phase detectors?
A: Unlike analog phase detectors, XOR phase detectors provide digital operation with good noise immunity and well-defined output characteristics.
Q5: What factors affect the accuracy of XOR phase detector current calculation?
A: The accuracy depends on the precision of phase measurement, voltage measurement, and the linearity of the XOR gate used in the detector circuit.