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Форум » Аудиоаппаратура (стерео и многоканальная) » Кассетные, катушечные магнитофоны (аудио)

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Деки NAKAMICHI, Настройка и обсуждение

 
 
Цитата
powerday написал:
это ЛИМ кривой.
Нет, там провал с 4К до 10К примерно, и не только по ЛИМ (я 2 разных пробовал, Олега и свой) но и по ТЕАСу (ТЕАС у меня до 14К к сож)
Цитата
powerday написал:
задир на 15кгц +2дБ если мешает, можно убрать и это все
Нет задира, грубо говоря 1К=0дБ, 6,3К=(-2дБ), 10к=0дБ, 15К=0дБ, 18к=(-2дБ) и по ЛИМ и по ТЕАС. Это правый, а левый 18К уже (-4дБ) Если выправлю середку, увеличив тау2, то и верх немного увеличится. Пусть даже на 15К пойдет чуть в +, сквозную потом БИАСом подожму и загоню КНИ ближе к паспортным. Вот только в сквозной на СЧ может быть горб, тоже возможно придется что-то делать.
Цитата
Veschii Oleg написал:
Найди максимум отдачи ленты (горб) на СЧ током подмагничивания, посмотри искажения в обоих каналах.
Будут выше паспортных, причем в ПК процента 3 будет. Если выставить по пасп 0,8% в ЛК, то там сквозная ровно будет до 20К, а ПК с 18 начнет валить. Если 1,8-2% (это почти горб по биасу) в ПК поставить, то тоже до 20 можно дотянуть.
作りましょう!
 
 
Цитата
powerday написал:
это ЛИМ кривой
А в глаз? :D  
У меня ЛИМы с протоколами все. Измеренные на каждой частоте на момент реализации.
Провал на ЛИМе  в диапазоне 2-4кГц есть всегда, но не более указанного в паспорте.
Поэтому, если в протоколе написано -0,4дБ, а по ЛИМу получается -2дБ, то реально -1,6.  
 
 
Цитата
powerday написал:
все просто,  аппарат не проходил процедуру настройки по см.
Да, я контур в УЗ пока не трогал, только пробки настроил. Надо получше АЧХ воспроизведения отстроить, а потом записью заняться. Эт я так предварительно покрутил пока, чтобы картину немного представлять.
作りましょう!
 
 
Цитата
Mr.Yu написал:
Будут выше паспортных, причем в ПК процента 3 будет.
Есть подозрение что с уровнем что-то не то...
На горбе максимума отдачи у меня искажения как раз паспортные 0,7-0,8%. Уровень записи при измерении искажений это -2...-4дБ@250 (так у 90% дек). На 0дБ ДИН примерно 1%. При этом уровень на ВЧ получается практически такой же как на СЧ (при уровне записи -20дБ@250)
Если ТП увеличить, то можно получить на некоторыз лентах 0,45-0,56% (уровень записи 0дБ ДИН), но при этом ВЧ завалятся на 3-4дБ (при уровне записи -20дБ@250)
 
 
Цитата
Veschii Oleg написал:
Есть подозрение что с уровнем что-то не то...
Уровень в порядке.
Порядок такой: ловим горб, ставим потом реклевел под 0 дБ (90мВ в КТ) , мерим искажения.
作りましょう!
 
 
ПБ левел ессно настроен по уровневой кассете.
作りましょう!
 
 
Цитата
Mr.Yu написал:
Нет задира, грубо говоря 1К=0дБ, 6,3К=(-2дБ), 10к=0дБ, 15К=0дБ, 18к=(-2дБ) и по ЛИМ и по ТЕАС. Это правый, а левый 18К уже (-4дБ) Если выправлю середку, увеличив тау2, то и верх немного увеличится.
посмотри на зазоры (обеих голов т.е. читалки и писалки) в сильную лупу или микроскоп
наверно поверхность ржавчиной побита (кратеры)..

Еще раз напомню, не трогай середку (тау), потом пожалеешь
у накамичи все точно,
в УВ на тау стоят резаки 1%. а конды 2% или лучше
просто промерь резаки в ув, не выпаивая..


Цитата
Mr.Yu написал:
ПБ левел ессно настроен по уровневой кассете.
когда проверяешь плейбэк левэл, одновременно контроль по лиссажу делал?
Hi_B_ _C.F._
 
 
Цитата
Veschii Oleg написал:
У меня ЛИМы с протоколами все.
ты напоминаешь незабвенного попандопуло
"деньги настоящие. вот подпись, вот печать. бери бери, я еще нарисую!"
:D  
01.jpg (59.72 КБ)
Hi_B_ _C.F._
 
 
Реально спиленные головы- это вот так
[img]data:image/jpeg;base64,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[/img]
 
 
Цитата
powerday написал:
в УВ на тау стоят резаки 1%. а конды 2% или лучше
Оранжевые все поменял, в УВ в тч. Там я их померил потом, за голову схватился, емкость сильно в большую сторону уплыла, раза в полтора (писал тут уже). Те, что на место их ставил, отбирал измерителем ЛЦР с разбросом 0,5%. А тау в наке сам знаешь, регулируется перемычками, в СМ написано, там или один резистор закорачивается, или другой, или оба незакорочены.
Цитата
powerday написал:
когда проверяешь плейбэк левэл, одновременно контроль по лиссажу делал?
А смысл, если азимут настроен, фаза конечно может чуть несовпадать из-за разброса в коррекции правого и левого каналов, но на 400Гц, мизер, не увидишь.
作りましょう!
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