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Listening Examples: Gray-Box Modeling of Guitar Amplifiers

In this work, analog guitar amplifiers were modeled with an automated procedure using input/output measurements and iterative optimization. The used digital model is called a Wiener–Hammerstein model consisting of a linear time-invariant (LTI) block, a nonlinear block with a nonlinear mapping function and another LTI block connected in series. The model is adapted in two steps. First the filters are measured and afterwards the parameters for the nonlinear part of the digital model are optimized with the Levenberg–Marquardt method to minimize a cost-function describing the error between digital model and analog reference system. A small number of guitar amplifiers was modeled in different settings. The tone section of each amplifier was set to a 12 o’Clock position and gain and volume controls were altered from a low value (9 o’Clock position) to medium value (12 o’Clock position) to high value (3 o’Clock position).

Different guitars using different pick-ups were used to create the listening examples. Some self-recorded input signals were used and some input signals were taken from the Fraunhofer IDMT guitar database. The used guitars were an Ernie Ball stratocaster-style guitar with singlecoil pick-ups (SC), a Reverend — Buckshot with humbucker pick-ups (HM1), a Hagstrom — Super Swede with Gibson humbuckers (HM2) featuring a higher output voltage than the reverend pick-ups and finally the Ibanez — RG2820 with DiMarzio humbuckers (HM3) from the IDMT-SMT guitar dataset.

Short listening examples are presented below:

 

High Gain, Medium Volume – HM3

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Marshall JCM 900 (Lead Channel)

Low Gain, Medium Volume – SC

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Medium Gain, Low Volume – HM1

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High Gain, Low Volume – HM3

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High Gain, Medium Volume – HM3

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High Gain, Medium Volume – HM3

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High Gain, High Volume – HM2

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Madamp A15Mk2

Low Gain, Low Volume – HM3

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Low Gain, Low Volume – Bass

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Medium Gain, Medium Volume – HM3

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Medium Gain, High Volume – HM3

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High Gain, High Volume (+ Gain Boost) – HM3

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HSU

Letzte Änderung: 22. October 2019