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XAOC Devices GERA

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NT$  6,400
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Installment Info:
3 months 0 interest, per month NT$ 2,133
6 months 0 interest, per month NT$ 1,067
預購商品 (約 10~15 個工作天)
NT$ 6,400
GERA XAOC Devices GERA NT$ 6,400

Xaoc Devices Gera Leibniz Binary Subsystem 位元遮罩與 AND 邏輯控制模組(1989)

Gera 是 Xaoc Devices Leibniz Binary Subsystem 中的核心控制模組之一,其設計目的並非進行訊號轉換,而是直接操控 Leibniz bus 上的數位位元資料(binary data)。在整個 Leibniz 架構中,Gera 扮演的是「Binary Product Commander」的角色,透過硬體邏輯電路,對每一個位元進行即時的 AND(邏輯與)運算與遮罩(masking)。

Gera 必須與其他 Leibniz 模組一同使用,透過背後的 Leibniz header 與系統連接。模組本體提供 8 組獨立 gate 輸入,分別對應 Leibniz 資料中的 8 個位元。每一個位元都可以由外部 gate 訊號控制其是否通過,同時也可透過面板上的 8 顆發光 tact switch 進行手動反相(invert),讓使用者在不接任何 CV 或 gate 的情況下,也能直接介入位元邏輯。

Gera 的核心功能是對數位資料進行 AND 運算遮罩。以最常見的搭配 Drezno 為例,當 Drezno 將類比電壓或音訊轉換為 8-bit 數位資料後,Gera 可選擇性地遮蔽某些位元,進而產生各種不同階梯式量化結果。這類量化並非傳統音階量化,而是基於位元結構本身,能夠產生高度非線性、非音階導向的電壓變化,非常適合用於實驗性旋律、破碎音高、數位感 glissando 或不穩定控制電壓。

值得注意的是,Gera 不依賴 Drezno 也能運作。AND 邏輯本身即是數位序列、自動化、混沌系統與節奏生成的重要基礎。透過與 Lipsk、Erfurt、Jena 等模組互相回饋,Gera 能成為生成 pseudo-chaotic gate pattern、數位節奏變化與 cybernetic modular patch 的關鍵元件。

由於 Gera 完全基於 硬體邏輯(CMOS logic) 運作,系統中不存在 CPU、韌體或時序緩衝問題,因此幾乎沒有延遲,位元狀態可以在極高速度下變化,適用於控制訊號與音訊等級的高速數位處理。

 

 

產品特色

  • Leibniz Binary Subsystem 核心組件

  • 對 Leibniz bus 資料進行硬體式 Logical AND 運算

  • 8 組獨立 gate 輸入,對應 8 個位元遮罩控制

  • 每個位元皆配備發光 tact switch,可手動反相

  • 可用於數位量化、序列自動化、節奏與混沌生成

  • 純硬體邏輯電路,幾乎無延遲、可高速運作

  • 適合實驗性模組系統與 cybernetic patch 架構

 

詳細規格

  • 模組寬度:6 HP

  • 模組深度:Skiff friendly

  • 消耗電流:

    • +12V:60 mA

    • -12V:0 mA

  • 運算方式:Hardware-based binary logic(無 CPU)

  • 位元數:8-bit Leibniz data

  • 操作介面:

    • 8 × Gate Inputs

    • 8 × Illuminated Tact Switches

  • 相容系統:Xaoc Devices Leibniz Binary Subsystem

  • 注意事項:

    • Leibniz header 未具備反插保護,請務必確認方向

 

Leibniz Subsystem 擴充與搭配模組說明

  • Drezno
    Leibniz 系統的輸入/輸出前端模組,包含 ADC 與 DAC,可將類比 CV 或音訊轉換為 8-bit 數位資料,亦可反向輸出為類比訊號。

  • Lipsk
    Binary logic expander,可對個別位元進行 flip(invert)等邏輯處理,適合與 Gera 組合進行更複雜的位元操控。

  • Jena
    多功能數位模組,可作為 CV / Audio waveshaper、wavetable oscillator、Walsh function generator 或節奏產生器。

  • Erfurt
    雙向數位計數器與 frequency divider,可作為相位來源、掃描 Jena 波形、產生階梯電壓、或生成 pseudo-chaotic gate pattern。

  • Poczdam
    Leibniz 資料路由模組,可在兩組 Leibniz data source 之間進行手動或遠端切換。

 

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