入手可能で安価な、4V駆動S/W用途のMOS FETを用いて、
・2SK4017 / 2SJ681 Ciss 730pF / 700pF
Crss 60pF / 60pF
Coss 95pF / 90pF
・2SK2232 / 2SJ334 Ciss 1000pF / 3300pF
Crss 200pF / 460pF
Coss 550pF / 1450pF
simpleな回路構成でpower ampを制作してみたいと思います。
一般的に、入力容量が一桁違う2SK2232 / 2SJ334をAudio用途として終段に使う場合、
この入力容量を充放電する為、低出力インピーダンスのドライバー回路を設置しなければなりません。
しかし、今回は「Audiophileとしては決して容認できない」電圧増幅段で直接終段MOS FETを駆動する回路構成では、どういう特性結果になるか? と言う試みです。
基本構成は、unregulated (raw) DC supply、上下対称J-FET差動入力、
Power MOS FET電圧増幅段、Power MOS FET終段とし、DC offset driftは
Complementary Dual-FETとpassive DC Servoに委ねます。
従って初段には、以下どれかのComplementary Dual-FETが必要条件となります。
・2SK389 / 2SJ109 (1 Chip Dual-FET)
・2SK146 (2SK147×2) / 2SJ 73 (2SJ 72×2) Dual-FET
・2SK240 (2SK170×2) / 2SJ 75 (2SJ 74×2) Dual-FET 等々
![](data:image/png;base64,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)
しかし、Dual-FETは絶版になって久しく、まず入手は叶わず、Complementary Dual-FETとなると絶望的と言う状況なので、現実的には単体のJ-FETを厳密に選別してComplementary-pairを合わせて行く困難な作業が必要です。更にDC offset調整は初段FET上下source間にpotを挿入して交互にoffsetを絞り込んで行く至難の業が求められます。
![](data:image/png;base64,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)
・アイドル電流は、手持ちの放熱板の形状から低目の30~35mA程度に設定。
以前のChapter 17 " Simple - Power MOS FET Amp "の実験では温度補償が過剰でしたが、
今回の加熱テストでは、90mA前後まで上がり落ち着きを見せるので、温度補償は効いていますが、不足気味です。(MOS FETはNタイプとPタイプでも温度係数が異なる為、適正な温度補償を施す事は困難を極めます)
・単体のJ-FETをどんなに厳密に選別したとしても、勿論Dual-FETに太刀打ちできません。
また、初段FET上下source間に挿入したpotを動かすと、勿論、電圧増幅段と終段のMOS FETのバイアス電圧が変動するので細心の注意が必要です。結局DC offset drift調整は、15~20mV程度で挫けました。(power ampとしての実用性を考慮すると若干危惧される数値)
・周波数特性に関して、10kHz程度までは綺麗な波形で普通に使えます。しかし、20kHzを越えると急激に低下し、それと共に歪み率も同様と思われ実用に耐えません。over drive時の飽和波形は上下突端に発振気味の暴れが生じます。出力インピーダンスの大きいMOS FET電圧増幅段で、一桁高い入力容量をドライブする事から生じる結果でもあります。
![](data:image/png;base64,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)
・2SK4017 / 2SJ681 Ciss 730pF / 700pF
Crss 60pF / 60pF
Coss 95pF / 90pF
・2SK2232 / 2SJ334 Ciss 1000pF / 3300pF
Crss 200pF / 460pF
Coss 550pF / 1450pF
simpleな回路構成でpower ampを制作してみたいと思います。
一般的に、入力容量が一桁違う2SK2232 / 2SJ334をAudio用途として終段に使う場合、
この入力容量を充放電する為、低出力インピーダンスのドライバー回路を設置しなければなりません。
しかし、今回は「Audiophileとしては決して容認できない」電圧増幅段で直接終段MOS FETを駆動する回路構成では、どういう特性結果になるか? と言う試みです。
基本構成は、unregulated (raw) DC supply、上下対称J-FET差動入力、
Power MOS FET電圧増幅段、Power MOS FET終段とし、DC offset driftは
Complementary Dual-FETとpassive DC Servoに委ねます。
従って初段には、以下どれかのComplementary Dual-FETが必要条件となります。
・2SK389 / 2SJ109 (1 Chip Dual-FET)
・2SK146 (2SK147×2) / 2SJ 73 (2SJ 72×2) Dual-FET
・2SK240 (2SK170×2) / 2SJ 75 (2SJ 74×2) Dual-FET 等々
しかし、Dual-FETは絶版になって久しく、まず入手は叶わず、Complementary Dual-FETとなると絶望的と言う状況なので、現実的には単体のJ-FETを厳密に選別してComplementary-pairを合わせて行く困難な作業が必要です。更にDC offset調整は初段FET上下source間にpotを挿入して交互にoffsetを絞り込んで行く至難の業が求められます。
・アイドル電流は、手持ちの放熱板の形状から低目の30~35mA程度に設定。
以前のChapter 17 " Simple - Power MOS FET Amp "の実験では温度補償が過剰でしたが、
今回の加熱テストでは、90mA前後まで上がり落ち着きを見せるので、温度補償は効いていますが、不足気味です。(MOS FETはNタイプとPタイプでも温度係数が異なる為、適正な温度補償を施す事は困難を極めます)
・単体のJ-FETをどんなに厳密に選別したとしても、勿論Dual-FETに太刀打ちできません。
また、初段FET上下source間に挿入したpotを動かすと、勿論、電圧増幅段と終段のMOS FETのバイアス電圧が変動するので細心の注意が必要です。結局DC offset drift調整は、15~20mV程度で挫けました。(power ampとしての実用性を考慮すると若干危惧される数値)
・周波数特性に関して、10kHz程度までは綺麗な波形で普通に使えます。しかし、20kHzを越えると急激に低下し、それと共に歪み率も同様と思われ実用に耐えません。over drive時の飽和波形は上下突端に発振気味の暴れが生じます。出力インピーダンスの大きいMOS FET電圧増幅段で、一桁高い入力容量をドライブする事から生じる結果でもあります。