Odessa

Xaoc Devices Offer Details

Created
Modified
Price
$465.00  
Seller
 
Region
USA  

1975 Variable Spectrum Harmonic Cluster Oscillator

http://xaocdevices.com/manuals/xaoc_odessa_manual.pdf

  • 110 mA +12V
  • 80 mA -12V
  • 32 mm Depth
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Description

Barely used. Priced to sell.From the manufacturer:ODESSAVARIABLE SPECTRUM HARMONIC CLUSTER OSCILLATORMODEL OF 1975DESCRIPTION:Odessa is an additive oscillator, which means the output signal is synthesized by adding a multitude of sinusoidal components (up to 2560 harmonic partials). By manipulating their parameters it is possible to obtain a broad range of unearthly sounds as well as classic saw, square, and pure sine. Odessa offers a set of controls for shaping harmonic spectra based on number of partials and their distribution in frequency and amplitude; all of which is illustrated by a spectrum analyzer comprising 12 multicolor LEDs. The series of harmonics can be squeezed or spread apart, tilted, or pruned by a comb-like frequency response, resulting in a huge variety of spectra. Animating the comb response yields radical effects similar to flanging and phasing. All partials are frequency-related to a common fundamental and controlled by a single volt/octave input. Additionally, the signal can be frequency modulated by exponential and linear (through-zero) means. Also, up to five detuned voices can be spread apart for a fat and dense cluster, or a powerful chord. For detailed description, please refer to the manual.FEATURESPowerful additive synthesis engine with up to 2560 sinusoidal partials0.5Hz to 21kHz frequency range with resolution of 0.006HzHarmonic or inharmonic spectra shaped by tilt and warped comb responseVolt/octave pitch controlThrough-zero linear FM inputUp to 5 unison and detuneable voicesThree signal outputsTECHNICAL DETAILS24hp, skiff friendlyCurrent draw: +110mA / -80mAReverse power protectionEXPANDABILITYHel is an universal expander module which offers paraphonic generation of 3-voice and 5-voice chords in Odessa.Odessa also offers integration with the Leibniz Binary Subsystem. Connecting an expander like Lipsk, allows one to enable and disable the individual groups of partials as defined by the bank length parameter.

Xaoc Devices Odessa

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