ポータブルヘッドホンアンプをつくってみました。
①お財布にやさしいエネループ三本3.6V駆動
②Cmoyじゃなく、オールディスクリート構成!
③ケース加工が面倒なので秋月AE-HPPMLのケースを流用
回路は下記です。
![HPA](data:image/png;base64,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)
元ネタはぺるけさんのかんたんヘッドホンアンプで、J-FETの自己バイアスを利用することでたった3石で構成されています。
ただ、ぺるけさんの回路とは相違点があります。負帰還と、ソース抵抗に並列につけるコンデンサを抜いています。これは、最もシンプルな回路からどんな音が出てくるか知りたかったからです。
J-FETは選別したPF-5102を使用しています。比較的GMが高いJ-FETで現行品というとこれくらいしか手に入らないと思います。2mA流した際のバイアス電圧Vgsが500mVになるものを実測して選び出しています。
こちらの記事にあるようにPF-5102のVgsは極めて広くばらつきますので、この回路では選別が必須です。
回路は簡単なのですが、この点に手間がかかるのが少し残念ですね。
消費電流値はインジケーターのLED込みで約15mAです。単4エネループは700mAhの容量があるので46時間連続稼働できる計算です。
C基板をカットして、実装した写真です。ヘッドホンジャックとボリュームはAE-HPPMLと同じものを使います。デカップリングコンは手持ちのOSコンを盛ってみました。出力カップリングコンは秋月で売っていた低ESR品です。
このサイズの基板に納めることは最初に決めていたので、両電源を用意するのは困難です。また、初めてのHPA自作ということで、うっかりDCを出してヘッドホンを壊してしまわないように、出力カップリングコンデンサがある方が安心です。
Xperia Z5につないでヘッドホンAKG Y50で聞いてみます。スマホ直出しよりも中低音が明らかに厚くなっており、自分好みの音になったと思います。スマホなどの薄型のポータブル機器では出力カップリングやデカップリングコンデンサの容量を稼げないため、どうしても低音が弱くなるのではないかと思います。Xperiaはヘッドホン出力の音質もずいぶんよくなってポータブルアンプなんて不要なのではと思っていたのですが、いやいやポタアンの威力を十分に感じることができました。
①お財布にやさしいエネループ三本3.6V駆動
②Cmoyじゃなく、オールディスクリート構成!
③ケース加工が面倒なので秋月AE-HPPMLのケースを流用
回路は下記です。
元ネタはぺるけさんのかんたんヘッドホンアンプで、J-FETの自己バイアスを利用することでたった3石で構成されています。
ただ、ぺるけさんの回路とは相違点があります。負帰還と、ソース抵抗に並列につけるコンデンサを抜いています。これは、最もシンプルな回路からどんな音が出てくるか知りたかったからです。
J-FETは選別したPF-5102を使用しています。比較的GMが高いJ-FETで現行品というとこれくらいしか手に入らないと思います。2mA流した際のバイアス電圧Vgsが500mVになるものを実測して選び出しています。
こちらの記事にあるようにPF-5102のVgsは極めて広くばらつきますので、この回路では選別が必須です。
回路は簡単なのですが、この点に手間がかかるのが少し残念ですね。
消費電流値はインジケーターのLED込みで約15mAです。単4エネループは700mAhの容量があるので46時間連続稼働できる計算です。
C基板をカットして、実装した写真です。ヘッドホンジャックとボリュームはAE-HPPMLと同じものを使います。デカップリングコンは手持ちのOSコンを盛ってみました。出力カップリングコンは秋月で売っていた低ESR品です。
このサイズの基板に納めることは最初に決めていたので、両電源を用意するのは困難です。また、初めてのHPA自作ということで、うっかりDCを出してヘッドホンを壊してしまわないように、出力カップリングコンデンサがある方が安心です。
Xperia Z5につないでヘッドホンAKG Y50で聞いてみます。スマホ直出しよりも中低音が明らかに厚くなっており、自分好みの音になったと思います。スマホなどの薄型のポータブル機器では出力カップリングやデカップリングコンデンサの容量を稼げないため、どうしても低音が弱くなるのではないかと思います。Xperiaはヘッドホン出力の音質もずいぶんよくなってポータブルアンプなんて不要なのではと思っていたのですが、いやいやポタアンの威力を十分に感じることができました。
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