Korg Z1
Z1 | |
---|---|
Manufacturer | Korg |
Dates | 1997 |
Price | $1,500–$2,000 |
Technical specifications | |
Polyphony | 12 |
Timbrality | 6 |
Oscillator | Depends on synthesis type |
LFO | 4 |
Synthesis type | Physical Modelling Synthesis, Analog Modelling Synthesis, VPM (Similar to FM) Synthesis[1] |
Filter | LPF, HPF, Dual BPF |
Aftertouch expression | Yes |
Velocity expression | Yes |
Effects | 2 FX units with 15 FX each, 3 master FX, master EQ |
Input/output | |
Keyboard | 61-key |
Left-hand control | 2 assignable wheels, 4 switches, X/Y Ribbon controller |
External control | MIDI |
The Korg Z1 is a virtual analog synthesizer released in 1997. Touted as a polyphonic Prophecy, the Z1 implements 13 synthesis types, all derived from the original OASYS synthesizer.[2]
Overview
The Korg Z1 uses the same Multi-Oscillator Synthesis System (MOSS) tone generator found in the Korg Prophecy. The MOSS tone generator is a direct descendant of the later abandoned Korg OASYS (Open-Architecture SYnthesis System) development platform. Later implementations of the MOSS tone generator were available as optional expansion boards for the Korg Trinity and Triton workstations.
Options
- ADAT I/O
Optional ADAT expansion available providing 48 kHz digital output, as well as world clock input.
- DSPB-Z1 Expansion Board
Optional DSP board that adds 6 voices of polyphony to the Z1, totaling in 18 voices of polyphony.[3]
Synthesis Algorithms
The Z1 offered 13 different synthesis algorithms in the form of programmable oscillators. The various synthesis algorithms employed various synthesis techniques such as physical modeling synthesis, analog modeling synthesis, and Korg's own VPM synthesis. Some of the various synthesis algorithms can be combined together to create a vast range of sound.
Standard Oscillator
A standard analog modelling oscillator, this oscillator generates the standard waveforms typically used by an analog synthesizer such as sawtooth waveforms, pulse waveforms, and triangle waveforms. Wave shaping is available to add various harmonic characteristics to the generated sound.[4]
Comb Filter
VPM (Variable Phase Modulation)
Ring Modulation
Cross Modulation
Oscillator Sync
Resonance
Organ Model
Electric Piano Model
This oscillator is a physical model of an electric piano such as the Fender Rhodes piano. Programmable parameters for the hammer include hammer force, hammer width, and hammer noise. For the tone generator, programmable parameters include decay time, release time, overtone level, overtone frequency, and overtone decay. For the electronic pickup, programmable parameters include pickup position in relation to the tone generator (such as a tine).
Brass Model
This oscillator is a physical model of a lip-reed instrument such as a trombone, trumpet, or tuba. Programmable parameters include Inst, which selects a previously modeled instrument to specify the length and shape of an instrument, Pressure, which changes the force of air being blown into the instrument, Lip, which replicates the tonality changes caused by the shape and tension of the player's lips, and Bell, which modifies the shape of the instrument's bell and creates the relevant tonal changes.
Reed/Wind Model
The reed model is a physical model of a woodwind reed instrument. Programmable parameters include Inst Type (giving you the choice of various physically modeled instruments: HardSax 1, HardSax 2, HardSax 3, SoftSax 1, SoftSax 2, DoubleReed 1, DoubleReed2, Bassoon, Clarinet, Flute 1, Flute 2, PanFlute, Ocarina, Shakuhachi, Harmonica 1, Harmonica 2, and Reed Synth) and programmable reed characteristics.
Plucked String Model
This oscillator is a physical model of a plucked string instrument such as a violin being played pizzicato or a guitar. Programmable parameters include adjustable attack parameters, damping parameters, decay parameters, string parameters such as string position, string dispersion, harmonics parameters, and various pickup parameters similar to those on the Electric Piano oscillator.
Bowed String Model
The bowed string model is a physical model of the scraping of a bow across a string on a stringed instrument such as the cello. Programmable parameters include bow speed and bow pressure. The bowed string model emulates various elements of a bowed string sound, such as attack harmonics, providing a more detailed sound than a typical sample-based synthesizer would normally be capable of.[5]
See also
- Korg Prophecy
- Korg Trinity
- Korg Triton
- Virtual analog synthesizer
- Korg OASYS
- Korg Kronos
- Physical modeling synthesis
References
- ^ http://www.soundonsound.com/sos/1997_articles/sep97/synthschool3.html
- ^ http://www.soundonsound.com/sos/1997_articles/aug97/korgz1.html
- ^ http://web.archive.org/web/19981206011428/http://www.korg.com/z1specs.htm
- ^ http://web.archive.org/web/19981205192039/http://www.korg.com/z1algor.HTM
- ^ http://web.archive.org/web/19981205192039/http://www.korg.com/z1algor.HTM