Model T - Spectral Modeled Hohner Pianet T

Classic Electric Piano by Sampleson
Model T - Spectral Modeled Hohner Pianet T
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Format(s)
Instrument(s)  
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Operating System Latest Version
 1.0 
 1.0 
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Model T - Spectral Modeled Hohner Pianet T

Model T - Spectral Modeled Hohner Pianet T

A classic of the late 70's and 80's. We recreated the Hohner Pianet T by Spectral Modeling, offering the real sound and feel of the simplest electromechanical piano in the history in just 30MB.

{See video at top of page}

Carefully crafted. Detailed recreation of every single mechanical noise and main timbre. No velocity switching since is not sample-based. Available for Mac & Win, Standalone and Plug-in versions.

SoundCloud.com/user-830166644/sets/model-t-spectral-modeled-hohner-pianet-t-by-sampleson

Model T Sound

The Hohner Pianet T was one of the most affordable and common electromechanical piano produced in the late 70's. Based on reeds, it generates a warm, bell-like but dark tone. Original Pianet T does not includes sustain pedal, due his simple mechanics and easily replaceable pieces. But we included the option to activate the sustain pedal on our modeled recreation.

Also we recreated mechanics sound, very present in every Pianet T sound. (Controllable individually on our instrument).

Product Details:

  • Spectral modeled full range Hohner Pianet T.
  • Included Drive and Reverb FX -Sustain activation option. -Releases, mechanical noises and velocity controls.
  • No layer switching (Smooth velocity curve).
  • No extra purchases needed (like Kontakt, UVI, etc) or any other 3rd. party player.
  • Ready to be loaded into major DAWs (Cubase, Logic Pro, GarageBand, Cakewalk, Reaper, Bitwig, Nuendo, FL Studio, etc).
  • Win 32/64-bits and Mac VST/AU/Standalone versions included.
  • Just 30MB installed.
  • No library installation required.
  • No online activation required.

What Exactly Is Spectral Modeling?

Ever sound in nature can be split into simple sine waves. From thunder to a trumpet. Spectral modeling is the technique to analyze and recreate sine waves spectra to recreate the exact timbre and behavior of an instrument.

According to Julius O. Smith (Stanford) Spectral modeling provides a sound representation much closer to the perception of sound by the brain because your ear and brain are in fact spectral decoders.

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