How To Measure The Output Impedance Of Your Guitar

What Is The Output Impedance And Why Do I Even Care About It?

The output impedance or source impedance Ri of a perfect signal source is 0Ω. When talking about DC voltage sources it is also called internal resistance (That’s why I call it Reven though a guitar pickup is an AC signal source). A (passive) guitar pickup is by no means a perfect signal source (Ri > 0). This means that the output voltage will drop when connected to a load (effects pedals, amplifier). This effect will be more significant the higher the output impedance of your guitar pickup and the lower the input impedance of your amplifier/effects pedal is (voltage divider between Ri and RL).

guitar output impedance thevenin internal resistance effects pedal buffer voltage divider
voltage divider between output impedance Ri of the guitar and input impedance RL of the load

Recently I simulated the circuit of a Fuzz Face with LTspiceIV and realized that the output impedance of the guitar affects the final output waveform of the effects pedal.

Example:

Fuzz Face Schematic:

Fuzz Face Simulation Sound LTspice circuit impedance

Output Waveform Of A Fuzz Face With Perfect Signal Source (Ri=0Ω) At Input:

Fuzz Face Simulation with Buffer Pedal perfect signal source



Output Waveform Of A Fuzz Face With Realistic Signal Source (Ri=10kΩ) At Input:

Fuzz Face Simulation LTspice Output Impedance Guitar

You have to find out for yourself if you like the sound of those interactions or not. If you don’t like it you should reconsider the order in which your guitar effects are arranged in your signal chain. Buffer and booster/preamp pedals have a high input and a low output impedance. They can be used to preserve the original waveform coming from your guitar pickups when used as the first pedal in your signal chain. Active guitar pickups are even better than buffer pedals because the guitar cable is a (capacitive) load too.

How To Measure The Output Impedance Of Your Guitar Pickup?

For measuring the source impedance of your guitar you will need an oscilloscope. If you don’t have one you can use my results because it won’t differ that much. By the way the exact model name of my guitar pickup is a Seymour Duncan SH-4 JB in bridge position.

  1. Measure The Peak-Peak Voltage With Open Output:
    Turn your guitar up to full volume to make sure that the pots don’t influence your measurement. Then strum a note (I strummed the thicker E string).
    guitar source impedance measurement calculation output impedance

    peak peak voltage vpp guitar output e string signal waveform without load

  2. Measure The Peak-Peak Voltage With A Load (RL=1k):
    Strum the same note with the same intensity as before to get the best results.
    guitar internal resistor calculation measurement impedanceoutput waveform of a guitar maximum typical output with load measurement

  3. Calculate The Output Impedance Of Your Guitar Pickup:
    Finally we can take the voltage divider formulas from above and substitute the variables with our measured values.
    calculation guitar output impedance voltage divider formula
    Result: The output impedance of my guitar is about 10kΩ.

Note: The impedance changes with frequency. This result is only true for the lower E-string, however we can assume that it won’t change dramatically. To get a more detailed result you can repeat this procedure at different frequencies (different notes).

USB Rechargeable Guitar Effects

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Dieter

founder of Songbird FX

2 thoughts to “How To Measure The Output Impedance Of Your Guitar”

  1. A more accurate way can be done with a signal generator, a voltmeter, and a resistor. Connect in series as follows:

    SignalGen –> R –> Z –> gnd

    Where:
    R is a resistor of known value
    Z is the pickup

    Measure the voltage across R (call it V1)
    Measure the voltage across Z (call it V2)

    The current (I) through the circuit is equal to V1/R. The impedance of the pickup is equal to V2/I. Since I = V1/R we can do a little algebra to get:

    Z = (V2/V1)*R

    Repeat for multiple frequencies.

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