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Open CalculatorAll Electrical And Electrionics PE Equations (13)
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AM Modulation Index
Degree of modulation in AM.
basic -
Antenna Gain
Gain in dB.
intermediate -
Bode Plot Gain
Magnitude in dB.
basicHigh Frequency -
Boolean Algebra Simplification
Example: De Morgan's Theorem.
basicHigh Frequency -
Kirchhoff's Voltage Law (KVL)
Sum of voltages around a closed loop is zero.
basicHigh Frequency -
Link Budget
Received power in a communication link.
basicHigh Frequency -
Mean Time Between Failures (MTBF)
Average time between failures for repairable systems.
basic -
Nyquist Sampling Theorem
Minimum sampling rate to avoid aliasing.
basic -
Ohm's Law
Relates voltage, current, and resistance in a circuit.
basicHigh Frequency -
Inverting Operational Amplifier Gain
Voltage gain for inverting op-amp configuration.
basicHigh Frequency -
Signal-to-Noise Ratio (SNR)
Ratio of signal power to noise power.
basicHigh Frequency -
Transfer Function
Ratio of output to input in s-domain.
intermediateHigh Frequency -
Transistor Bias Equation
Collector current in BJT.
basicHigh Frequency
Frequently Asked Questions
How do I use AM Modulation Index on the PE exam?
CRITICAL: Modulation index must be ≤ 1 to avoid overmodulation and distortion. Values between 0.8-1.0 provide maximum efficiency without distortion. Remember that m = 1 corresponds to 100% modulation.
How do I use Antenna Gain on the PE exam?
Antenna gain compares directional radiation to isotropic (uniform) radiation. Remember that 3 dB = 2:1 power ratio, 10 dB = 10:1 ratio, 20 dB = 100:1 ratio. Gain can never be negative for passive antennas - this would violate conservation of energy.
How do I use Bode Plot Gain on the PE exam?
Remember that 0 dB corresponds to unity gain (|H(jω)| = 1). Positive dB values indicate amplification, negative values indicate attenuation. The -3 dB point is where |H(jω)| = 0.707, commonly used to define cutoff frequencies.
How do I use Boolean Algebra Simplification on the PE exam?
De Morgan's laws are fundamental for digital logic simplification. Remember both forms: NOT(A+B) = NOT(A)·NOT(B) and NOT(A·B) = NOT(A)+NOT(B). These laws allow conversion between AND/OR operations by inverting inputs/outputs, essential for gate-level circuit optimization.
How do I use Kirchhoff's Voltage Law (KVL) on the PE exam?
Remember voltage polarity convention: rises are positive, drops are negative when traversing the loop. Always define a consistent direction around the loop. KVL applies to ANY closed path, not just single loops.