Цитата Дня!

[EDWARD]

...Shit Happens

[begemot]

ГВЗ по определению всего лишь производная ФЧХ по частоте. То есть, мера ее нелинейности.

Глыбокую мысль про нелинейность маэстро пояснить не захотел.
Я так и остался в неведении почему скорость это теперь нелинейность.
Я теперь даже боюсь спросить за ускорение...

[Altor Audio]

Производители НЕ указывают в документации что пользователь может получить проблему когда включит 2 аудио карты в 1 пк и что в тракте между ними будет соединение по аналогу и цифре.

Это же НИКТО реально не понимает

..............


Опять вопрос , почему в технической документации на профессиональные аудио тракты никто не говорит что подключения двух устройств чреваты проблемами.

Почему ? Они что вас и меня держат за дураков?
Я уже описывал процесс как пользователь попадает в эту ситуацию легко.

Но ответ был очевиден , развязка USB или трансформаторы на аналоге.
Где об этом статьи ?
Где хоть что то сказано на форумах ?

Второй момент, вы говорите что XLR все исправляет ) баланс все дела )
Хер там , входы то не идеально симметричны каждый вход нужно подстраивать в ручную.

[nazar]

оспади он до сих пор нихера не понял и дальше несет, писец дундук

[Altor Audio]

А ты думал, он с тех пор поумнел?

[nazar]

Да, нельзя же быть таким идиотом

ЗЫ ссылки в цитаты вставляй

[Altor Audio]

Ты знаешь. я "для поржать" не только на этот хи-хи-фи захожу, но еще и на хобот. Поверь мне, там есть такие антикварные экземпляры, что этот организъм на из фоне просто Эйнштейн :)

Я ему сегодня эту каринку и показал:
https://301-1.ru/uploads/image/img_files...f91b74.jpg

но тамошний мудератор все потёр.

[nazar]

Нет, картинка на месте)

[begemot]

Все здесь знают, как работает ООС. Придирки к словам – это поле демагогии, а не серьезного диспута.

Ну где-то так, академик на академике

[begemot]

Или так - никаких проблем
Дичь.
Transfer function:
W(s)=(\
(\i(R,TL2)+\i(R,TL1))*\i(R,ne5532)*\i(C,z0)*\i(R,z0)*s+(\i(R,TL1)*\i(R,TL2)*\i(C,TL1)+\i(C,TH1)*\i(R,TH1)*\i(R,TL2)+\i(R,TH1)*\i(C,TH2)*\i(R,TL2)+\i(C,TH1)*\i(R,TH1)*\i(R,TL1)+\i(R,TH1)*\i(C,TH2)*\i(R,TL1))*\i(R,ne5532)*\i(C,z0)*\i(R,z0)*\e(s,2)\
+(\i(C,TH1)+\i(C,TH2))*\i(R,TH1)*\i(R,TL1)*\i(R,TL2)*\i(C,TL1)*\i(R,ne5532)*\i(C,z0)*\i(R,z0)*\e(s,3))/(|
-\i(R,TL2)*\i(R,NFB1)-\i(R,TL1)*\i(R,NFB1)+(-\i(R,TL1)*\i(R,TL2)*\i(C,TL1)-\i(C,TH1)*\i(R,TH1)*\i(R,TL2)-\i(R,TH1)*\i(C,TH2)*\i(R,TL2)-\i(R,TL2)*\i(C,p0)*\i(R,p0)-\i(C,p2)*\i(R,p2)*\i(R,TL2)-\i(R,TL2)*\i(C,p1)*\i(R,p1)-\i(R,TL2)*\i(C,z0)*\i(R,z0)|
-\i(C,TH1)*\i(R,TH1)*\i(R,TL1)-\i(R,TH1)*\i(C,TH2)*\i(R,TL1)-\i(R,TL1)*\i(C,p0)*\i(R,p0)-\i(C,p2)*\i(R,p2)*\i(R,TL1)-\i(R,TL1)*\i(C,p1)*\i(R,p1)-\i(R,TL1)*\i(C,z0)*\i(R,z0)-\i(R,ne5532)*\i(C,z0)*\i(R,z0))*\i(R,NFB1)*s+(|
-\i(C,TH1)*\i(R,TH1)*\i(R,TL1)*\i(R,TL2)*\i(C,TL1)-\i(R,TH1)*\i(C,TH2)*\i(R,TL1)*\i(R,TL2)*\i(C,TL1)-\i(R,TL1)*\i(R,TL2)*\i(C,TL1)*\i(C,p0)*\i(R,p0)-\i(C,p2)*\i(R,p2)*\i(R,TL1)*\i(R,TL2)*\i(C,TL1)-\i(R,TL1)*\i(R,TL2)*\i(C,TL1)*\i(C,p1)*\i(R,p1)|
-\i(R,TL1)*\i(R,TL2)*\i(C,TL1)*\i(C,z0)*\i(R,z0)-\i(C,TH1)*\i(R,TH1)*\i(R,TL2)*\i(C,p0)*\i(R,p0)-\i(R,TH1)*\i(C,TH2)*\i(R,TL2)*\i(C,p0)*\i(R,p0)-\i(C,p2)*\i(R,p2)*\i(C,TH1)*\i(R,TH1)*\i(R,TL2)-\i(C,p2)*\i(R,p2)*\i(R,TH1)*\i(C,TH2)*\i(R,TL2)|
-\i(C,TH1)*\i(R,TH1)*\i(R,TL2)*\i(C,p1)*\i(R,p1)-\i(R,TH1)*\i(C,TH2)*\i(R,TL2)*\i(C,p1)*\i(R,p1)-\i(C,TH1)*\i(R,TH1)*\i(R,TL2)*\i(C,z0)*\i(R,z0)-\i(R,TH1)*\i(C,TH2)*\i(R,TL2)*\i(C,z0)*\i(R,z0)-\i(C,p2)*\i(R,p2)*\i(R,TL2)*\i(C,p0)*\i(R,p0)|
-\i(R,TL2)*\i(C,p1)*\i(R,p1)*\i(C,p0)*\i(R,p0)-\i(R,TL2)*\i(C,z0)*\i(R,z0)*\i(C,p0)*\i(R,p0)-\i(C,p2)*\i(R,p2)*\i(R,TL2)*\i(C,p1)*\i(R,p1)-\i(C,p2)*\i(R,p2)*\i(R,TL2)*\i(C,z0)*\i(R,z0)-\i(R,TL2)*\i(C,z0)*\i(R,z0)*\i(C,p1)*\i(R,p1)|
-\i(C,TH1)*\i(R,TH1)*\i(R,TL1)*\i(C,p0)*\i(R,p0)-\i(R,TH1)*\i(C,TH2)*\i(R,TL1)*\i(C,p0)*\i(R,p0)-\i(C,p2)*\i(R,p2)*\i(C,TH1)*\i(R,TH1)*\i(R,TL1)-\i(C,p2)*\i(R,p2)*\i(R,TH1)*\i(C,TH2)*\i(R,TL1)-\i(C,TH1)*\i(R,TH1)*\i(R,TL1)*\i(C,p1)*\i(R,p1)|
-\i(R,TH1)*\i(C,TH2)*\i(R,TL1)*\i(C,p1)*\i(R,p1)-\i(C,TH1)*\i(R,TH1)*\i(R,TL1)*\i(C,z0)*\i(R,z0)-\i(R,TH1)*\i(C,TH2)*\i(R,TL1)*\i(C,z0)*\i(R,z0)-\i(C,p2)*\i(R,p2)*\i(R,TL1)*\i(C,p0)*\i(R,p0)-\i(R,TL1)*\i(C,p1)*\i(R,p1)*\i(C,p0)*\i(R,p0)|
-\i(R,TL1)*\i(C,z0)*\i(R,z0)*\i(C,p0)*\i(R,p0)-\i(C,p2)*\i(R,p2)*\i(R,TL1)*\i(C,p1)*\i(R,p1)-\i(C,p2)*\i(R,p2)*\i(R,TL1)*\i(C,z0)*\i(R,z0)-\i(R,TL1)*\i(C,z0)*\i(R,z0)*\i(C,p1)*\i(R,p1)-\i(C,TH1)*\i(R,TH1)*\i(R,ne5532)*\i(C,z0)*\i(R,z0)|
-\i(R,TH1)*\i(C,TH2)*\i(R,ne5532)*\i(C,z0)*\i(R,z0))*\i(R,NFB1)*\e(s,2)+(-\i(C,TH1)*\i(R,TH1)*\i(R,TL1)*\i(R,TL2)*\i(C,TL1)*\i(C,p0)*\i(R,p0)-\i(R,TH1)*\i(C,TH2)*\i(R,TL1)*\i(R,TL2)*\i(C,TL1)*\i(C,p0)*\i(R,p0)|
-\i(C,p2)*\i(R,p2)*\i(C,TH1)*\i(R,TH1)*\i(R,TL1)*\i(R,TL2)*\i(C,TL1)-\i(C,p2)*\i(R,p2)*\i(R,TH1)*\i(C,TH2)*\i(R,TL1)*\i(R,TL2)*\i(C,TL1)-\i(C,TH1)*\i(R,TH1)*\i(R,TL1)*\i(R,TL2)*\i(C,TL1)*\i(C,p1)*\i(R,p1)|
-\i(R,TH1)*\i(C,TH2)*\i(R,TL1)*\i(R,TL2)*\i(C,TL1)*\i(C,p1)*\i(R,p1)-\i(C,TH1)*\i(R,TH1)*\i(R,TL1)*\i(R,TL2)*\i(C,TL1)*\i(C,z0)*\i(R,z0)-\i(R,TH1)*\i(C,TH2)*\i(R,TL1)*\i(R,TL2)*\i(C,TL1)*\i(C,z0)*\i(R,z0)|
-\i(C,p2)*\i(R,p2)*\i(R,TL1)*\i(R,TL2)*\i(C,TL1)*\i(C,p0)*\i(R,p0)-\i(R,TL1)*\i(R,TL2)*\i(C,TL1)*\i(C,p1)*\i(R,p1)*\i(C,p0)*\i(R,p0)-\i(R,TL1)*\i(R,TL2)*\i(C,TL1)*\i(C,z0)*\i(R,z0)*\i(C,p0)*\i(R,p0)|
-\i(C,p2)*\i(R,p2)*\i(R,TL1)*\i(R,TL2)*\i(C,TL1)*\i(C,p1)*\i(R,p1)-\i(C,p2)*\i(R,p2)*\i(R,TL1)*\i(R,TL2)*\i(C,TL1)*\i(C,z0)*\i(R,z0)-\i(R,TL1)*\i(R,TL2)*\i(C,TL1)*\i(C,z0)*\i(R,z0)*\i(C,p1)*\i(R,p1)|
-\i(C,p2)*\i(R,p2)*\i(C,TH1)*\i(R,TH1)*\i(R,TL2)*\i(C,p0)*\i(R,p0)-\i(C,p2)*\i(R,p2)*\i(R,TH1)*\i(C,TH2)*\i(R,TL2)*\i(C,p0)*\i(R,p0)-\i(C,TH1)*\i(R,TH1)*\i(R,TL2)*\i(C,p1)*\i(R,p1)*\i(C,p0)*\i(R,p0)|
-\i(R,TH1)*\i(C,TH2)*\i(R,TL2)*\i(C,p1)*\i(R,p1)*\i(C,p0)*\i(R,p0)-\i(C,TH1)*\i(R,TH1)*\i(R,TL2)*\i(C,z0)*\i(R,z0)*\i(C,p0)*\i(R,p0)-\i(R,TH1)*\i(C,TH2)*\i(R,TL2)*\i(C,z0)*\i(R,z0)*\i(C,p0)*\i(R,p0)|
-\i(C,p2)*\i(R,p2)*\i(C,TH1)*\i(R,TH1)*\i(R,TL2)*\i(C,p1)*\i(R,p1)-\i(C,p2)*\i(R,p2)*\i(R,TH1)*\i(C,TH2)*\i(R,TL2)*\i(C,p1)*\i(R,p1)-\i(C,p2)*\i(R,p2)*\i(C,TH1)*\i(R,TH1)*\i(R,TL2)*\i(C,z0)*\i(R,z0)|
-\i(C,p2)*\i(R,p2)*\i(R,TH1)*\i(C,TH2)*\i(R,TL2)*\i(C,z0)*\i(R,z0)-\i(C,TH1)*\i(R,TH1)*\i(R,TL2)*\i(C,z0)*\i(R,z0)*\i(C,p1)*\i(R,p1)-\i(R,TH1)*\i(C,TH2)*\i(R,TL2)*\i(C,z0)*\i(R,z0)*\i(C,p1)*\i(R,p1)|
-\i(C,p2)*\i(R,p2)*\i(R,TL2)*\i(C,p1)*\i(R,p1)*\i(C,p0)*\i(R,p0)-\i(C,p2)*\i(R,p2)*\i(R,TL2)*\i(C,z0)*\i(R,z0)*\i(C,p0)*\i(R,p0)-\i(R,TL2)*\i(C,z0)*\i(R,z0)*\i(C,p1)*\i(R,p1)*\i(C,p0)*\i(R,p0)|
-\i(C,p2)*\i(R,p2)*\i(R,TL2)*\i(C,z0)*\i(R,z0)*\i(C,p1)*\i(R,p1)-\i(C,p2)*\i(R,p2)*\i(C,TH1)*\i(R,TH1)*\i(R,TL1)*\i(C,p0)*\i(R,p0)-\i(C,p2)*\i(R,p2)*\i(R,TH1)*\i(C,TH2)*\i(R,TL1)*\i(C,p0)*\i(R,p0)|
-\i(C,TH1)*\i(R,TH1)*\i(R,TL1)*\i(C,p1)*\i(R,p1)*\i(C,p0)*\i(R,p0)-\i(R,TH1)*\i(C,TH2)*\i(R,TL1)*\i(C,p1)*\i(R,p1)*\i(C,p0)*\i(R,p0)-\i(C,TH1)*\i(R,TH1)*\i(R,TL1)*\i(C,z0)*\i(R,z0)*\i(C,p0)*\i(R,p0)|
-\i(R,TH1)*\i(C,TH2)*\i(R,TL1)*\i(C,z0)*\i(R,z0)*\i(C,p0)*\i(R,p0)-\i(C,p2)*\i(R,p2)*\i(C,TH1)*\i(R,TH1)*\i(R,TL1)*\i(C,p1)*\i(R,p1)-\i(C,p2)*\i(R,p2)*\i(R,TH1)*\i(C,TH2)*\i(R,TL1)*\i(C,p1)*\i(R,p1)|
-\i(C,p2)*\i(R,p2)*\i(C,TH1)*\i(R,TH1)*\i(R,TL1)*\i(C,z0)*\i(R,z0)-\i(C,p2)*\i(R,p2)*\i(R,TH1)*\i(C,TH2)*\i(R,TL1)*\i(C,z0)*\i(R,z0)-\i(C,TH1)*\i(R,TH1)*\i(R,TL1)*\i(C,z0)*\i(R,z0)*\i(C,p1)*\i(R,p1)|
-\i(R,TH1)*\i(C,TH2)*\i(R,TL1)*\i(C,z0)*\i(R,z0)*\i(C,p1)*\i(R,p1)-\i(C,p2)*\i(R,p2)*\i(R,TL1)*\i(C,p1)*\i(R,p1)*\i(C,p0)*\i(R,p0)-\i(C,p2)*\i(R,p2)*\i(R,TL1)*\i(C,z0)*\i(R,z0)*\i(C,p0)*\i(R,p0)|
-\i(R,TL1)*\i(C,z0)*\i(R,z0)*\i(C,p1)*\i(R,p1)*\i(C,p0)*\i(R,p0)-\i(C,p2)*\i(R,p2)*\i(R,TL1)*\i(C,z0)*\i(R,z0)*\i(C,p1)*\i(R,p1)-\i(C,TH1)*\i(R,TH1)*\i(C,TH2)*\i(R,TL2)*\i(R,ne5532)*\i(C,z0)*\i(R,z0)|
-\i(C,TH1)*\i(R,TH1)*\i(C,TH2)*\i(R,TL1)*\i(R,ne5532)*\i(C,z0)*\i(R,z0))*\i(R,NFB1)*\e(s,3)+(-\i(C,p2)*\i(R,p2)*\i(C,TH1)*\i(R,TH1)*\i(R,TL1)*\i(R,TL2)*\i(C,TL1)*\i(C,p0)*\i(R,p0)|
-\i(C,p2)*\i(R,p2)*\i(R,TH1)*\i(C,TH2)*\i(R,TL1)*\i(R,TL2)*\i(C,TL1)*\i(C,p0)*\i(R,p0)-\i(C,TH1)*\i(R,TH1)*\i(R,TL1)*\i(R,TL2)*\i(C,TL1)*\i(C,p1)*\i(R,p1)*\i(C,p0)*\i(R,p0)|
-\i(R,TH1)*\i(C,TH2)*\i(R,TL1)*\i(R,TL2)*\i(C,TL1)*\i(C,p1)*\i(R,p1)*\i(C,p0)*\i(R,p0)-\i(C,TH1)*\i(R,TH1)*\i(R,TL1)*\i(R,TL2)*\i(C,TL1)*\i(C,z0)*\i(R,z0)*\i(C,p0)*\i(R,p0)|
-\i(R,TH1)*\i(C,TH2)*\i(R,TL1)*\i(R,TL2)*\i(C,TL1)*\i(C,z0)*\i(R,z0)*\i(C,p0)*\i(R,p0)-\i(C,p2)*\i(R,p2)*\i(C,TH1)*\i(R,TH1)*\i(R,TL1)*\i(R,TL2)*\i(C,TL1)*\i(C,p1)*\i(R,p1)|
-\i(C,p2)*\i(R,p2)*\i(R,TH1)*\i(C,TH2)*\i(R,TL1)*\i(R,TL2)*\i(C,TL1)*\i(C,p1)*\i(R,p1)-\i(C,p2)*\i(R,p2)*\i(C,TH1)*\i(R,TH1)*\i(R,TL1)*\i(R,TL2)*\i(C,TL1)*\i(C,z0)*\i(R,z0)|
-\i(C,p2)*\i(R,p2)*\i(R,TH1)*\i(C,TH2)*\i(R,TL1)*\i(R,TL2)*\i(C,TL1)*\i(C,z0)*\i(R,z0)-\i(C,TH1)*\i(R,TH1)*\i(R,TL1)*\i(R,TL2)*\i(C,TL1)*\i(C,z0)*\i(R,z0)*\i(C,p1)*\i(R,p1)|
-\i(R,TH1)*\i(C,TH2)*\i(R,TL1)*\i(R,TL2)*\i(C,TL1)*\i(C,z0)*\i(R,z0)*\i(C,p1)*\i(R,p1)-\i(C,p2)*\i(R,p2)*\i(R,TL1)*\i(R,TL2)*\i(C,TL1)*\i(C,p1)*\i(R,p1)*\i(C,p0)*\i(R,p0)|
-\i(C,p2)*\i(R,p2)*\i(R,TL1)*\i(R,TL2)*\i(C,TL1)*\i(C,z0)*\i(R,z0)*\i(C,p0)*\i(R,p0)-\i(R,TL1)*\i(R,TL2)*\i(C,TL1)*\i(C,z0)*\i(R,z0)*\i(C,p1)*\i(R,p1)*\i(C,p0)*\i(R,p0)|
-\i(C,p2)*\i(R,p2)*\i(R,TL1)*\i(R,TL2)*\i(C,TL1)*\i(C,z0)*\i(R,z0)*\i(C,p1)*\i(R,p1)-\i(C,p2)*\i(R,p2)*\i(C,TH1)*\i(R,TH1)*\i(R,TL2)*\i(C,p1)*\i(R,p1)*\i(C,p0)*\i(R,p0)|
-\i(C,p2)*\i(R,p2)*\i(R,TH1)*\i(C,TH2)*\i(R,TL2)*\i(C,p1)*\i(R,p1)*\i(C,p0)*\i(R,p0)-\i(C,p2)*\i(R,p2)*\i(C,TH1)*\i(R,TH1)*\i(R,TL2)*\i(C,z0)*\i(R,z0)*\i(C,p0)*\i(R,p0)|
-\i(C,p2)*\i(R,p2)*\i(R,TH1)*\i(C,TH2)*\i(R,TL2)*\i(C,z0)*\i(R,z0)*\i(C,p0)*\i(R,p0)-\i(C,TH1)*\i(R,TH1)*\i(R,TL2)*\i(C,z0)*\i(R,z0)*\i(C,p1)*\i(R,p1)*\i(C,p0)*\i(R,p0)|
-\i(R,TH1)*\i(C,TH2)*\i(R,TL2)*\i(C,z0)*\i(R,z0)*\i(C,p1)*\i(R,p1)*\i(C,p0)*\i(R,p0)-\i(C,p2)*\i(R,p2)*\i(C,TH1)*\i(R,TH1)*\i(R,TL2)*\i(C,z0)*\i(R,z0)*\i(C,p1)*\i(R,p1)|
-\i(C,p2)*\i(R,p2)*\i(R,TH1)*\i(C,TH2)*\i(R,TL2)*\i(C,z0)*\i(R,z0)*\i(C,p1)*\i(R,p1)-\i(C,p2)*\i(R,p2)*\i(R,TL2)*\i(C,z0)*\i(R,z0)*\i(C,p1)*\i(R,p1)*\i(C,p0)*\i(R,p0)-\i(C,p2)*\i(R,p2)*\i(C,TH1)*\i(R,TH1)*\i(R,TL1)*\i(C,p1)*\i(R,p1)*\i(C,p0)*\i(R,p0)|
-\i(C,p2)*\i(R,p2)*\i(R,TH1)*\i(C,TH2)*\i(R,TL1)*\i(C,p1)*\i(R,p1)*\i(C,p0)*\i(R,p0)-\i(C,p2)*\i(R,p2)*\i(C,TH1)*\i(R,TH1)*\i(R,TL1)*\i(C,z0)*\i(R,z0)*\i(C,p0)*\i(R,p0)|
-\i(C,p2)*\i(R,p2)*\i(R,TH1)*\i(C,TH2)*\i(R,TL1)*\i(C,z0)*\i(R,z0)*\i(C,p0)*\i(R,p0)-\i(C,TH1)*\i(R,TH1)*\i(R,TL1)*\i(C,z0)*\i(R,z0)*\i(C,p1)*\i(R,p1)*\i(C,p0)*\i(R,p0)|
-\i(R,TH1)*\i(C,TH2)*\i(R,TL1)*\i(C,z0)*\i(R,z0)*\i(C,p1)*\i(R,p1)*\i(C,p0)*\i(R,p0)-\i(C,p2)*\i(R,p2)*\i(C,TH1)*\i(R,TH1)*\i(R,TL1)*\i(C,z0)*\i(R,z0)*\i(C,p1)*\i(R,p1)|
-\i(C,p2)*\i(R,p2)*\i(R,TH1)*\i(C,TH2)*\i(R,TL1)*\i(C,z0)*\i(R,z0)*\i(C,p1)*\i(R,p1)-\i(C,p2)*\i(R,p2)*\i(R,TL1)*\i(C,z0)*\i(R,z0)*\i(C,p1)*\i(R,p1)*\i(C,p0)*\i(R,p0)|
-\i(C,TH1)*\i(R,TH1)*\i(C,TH2)*\i(R,TL1)*\i(R,TL2)*\i(C,TL1)*\i(R,ne5532)*\i(C,z0)*\i(R,z0))*\i(R,NFB1)*\e(s,4)+(-\i(C,p2)*\i(R,p2)*\i(C,TH1)*\i(R,TH1)*\i(R,TL1)*\i(R,TL2)*\i(C,TL1)*\i(C,p1)*\i(R,p1)*\i(C,p0)*\i(R,p0)|
-\i(C,p2)*\i(R,p2)*\i(R,TH1)*\i(C,TH2)*\i(R,TL1)*\i(R,TL2)*\i(C,TL1)*\i(C,p1)*\i(R,p1)*\i(C,p0)*\i(R,p0)-\i(C,p2)*\i(R,p2)*\i(C,TH1)*\i(R,TH1)*\i(R,TL1)*\i(R,TL2)*\i(C,TL1)*\i(C,z0)*\i(R,z0)*\i(C,p0)*\i(R,p0)|
-\i(C,p2)*\i(R,p2)*\i(R,TH1)*\i(C,TH2)*\i(R,TL1)*\i(R,TL2)*\i(C,TL1)*\i(C,z0)*\i(R,z0)*\i(C,p0)*\i(R,p0)-\i(C,TH1)*\i(R,TH1)*\i(R,TL1)*\i(R,TL2)*\i(C,TL1)*\i(C,z0)*\i(R,z0)*\i(C,p1)*\i(R,p1)*\i(C,p0)*\i(R,p0)|
-\i(R,TH1)*\i(C,TH2)*\i(R,TL1)*\i(R,TL2)*\i(C,TL1)*\i(C,z0)*\i(R,z0)*\i(C,p1)*\i(R,p1)*\i(C,p0)*\i(R,p0)-\i(C,p2)*\i(R,p2)*\i(C,TH1)*\i(R,TH1)*\i(R,TL1)*\i(R,TL2)*\i(C,TL1)*\i(C,z0)*\i(R,z0)*\i(C,p1)*\i(R,p1)|
-\i(C,p2)*\i(R,p2)*\i(R,TH1)*\i(C,TH2)*\i(R,TL1)*\i(R,TL2)*\i(C,TL1)*\i(C,z0)*\i(R,z0)*\i(C,p1)*\i(R,p1)-\i(C,p2)*\i(R,p2)*\i(R,TL1)*\i(R,TL2)*\i(C,TL1)*\i(C,z0)*\i(R,z0)*\i(C,p1)*\i(R,p1)*\i(C,p0)*\i(R,p0)|
-\i(C,p2)*\i(R,p2)*\i(C,TH1)*\i(R,TH1)*\i(R,TL2)*\i(C,z0)*\i(R,z0)*\i(C,p1)*\i(R,p1)*\i(C,p0)*\i(R,p0)-\i(C,p2)*\i(R,p2)*\i(R,TH1)*\i(C,TH2)*\i(R,TL2)*\i(C,z0)*\i(R,z0)*\i(C,p1)*\i(R,p1)*\i(C,p0)*\i(R,p0)|
-\i(C,p2)*\i(R,p2)*\i(C,TH1)*\i(R,TH1)*\i(R,TL1)*\i(C,z0)*\i(R,z0)*\i(C,p1)*\i(R,p1)*\i(C,p0)*\i(R,p0)-\i(C,p2)*\i(R,p2)*\i(R,TH1)*\i(C,TH2)*\i(R,TL1)*\i(C,z0)*\i(R,z0)*\i(C,p1)*\i(R,p1)*\i(C,p0)*\i(R,p0))*\i(R,NFB1)*\e(s,5)+(-\i(C,TH1)|
-\i(C,TH2))*\i(C,p2)*\i(R,p2)*\i(R,TH1)*\i(R,TL1)*\i(R,TL2)*\i(C,TL1)*\i(C,z0)*\i(R,z0)*\i(C,p1)*\i(R,p1)*\i(C,p0)*\i(R,p0)*\i(R,NFB1)*\e(s,6))

[Black_Jack]

Спасибо, переписал... )

[БендеровецЪ]

КГ/АМ

[дед пердед]

На самом деле окрас конденсатора принадлежит самому конденсатору - это его физическое свойство и этот окрас проявляется практически везде.
Например, для быстроты определения направленности и окраса я втыкаю конденсатор разрыв СПИДИФ кабеля, все слышно.

[Altor Audio]

И про Х2 конденсаторы:

https://hi-fidelity-forum.com/forum/thre...ge-23.html

с #457 начинается про Х2.

Но можно конечно там отмотать и пораньше, исключительно для ржачки.

[Altor Audio]

Улыбнуло:

Подойдет такая катушка в выхлоп Jet 2.2?
Vishay Axial этилированный индуктор 100uH 10% IM-2, 100uH, IM02BH101K
https://www.ebay.com/itm/202736726018

Интересно, кто это переводил?

Я не поленился, зашел в гугл-переводчик, и тут стало еще смешнее: не, на русский язык Гугл выражение "Leaded inductor" перевел правильно - "выводной индуктор".
А вот на украинский почему-то уже получилось "свинцевий індуктор". Ну хоть не "этилированный", и на том спасибо...

[EDWARD]

Форум на поржать
http://www.lampoviedushi.hammarlund.ru/v...8007c7a801

[EDWARD]

Jenyok на Веге отжигает

[EDWARD]

....

[EDWARD]

...

[russ3000]

И про Х2 конденсаторы:

Нужно было написать: если не устраивает звучание с Х2 конденсаторами, значит они впаяны неправильной стороной.