回复zengde
CLC就行
779A977 发表于 2011-8-25 22:22 http://bbs.hifidiy.net/images/common/back.gif
翻看了大哥的好几个老贴,发现你做过sp-10前级,也做过好几台12ax712au7前级,不知你现在的前级使用的稳压或是clc ?
我原来做过你在帖子中那个类似的稳压电路,但声音很紧不动听就拆了,现在正在作g版的那个12ax712au7直耦前级,因此很关注稳压的问题,
我原来做过的你在帖子中那个类似的稳压电路,声音很紧不动听,不知是那个地方的问题,今天看见你曾经做过这个稳压电路,因此就来向你请教
这个好 http://bbs.hifidiy.net/viewthread.php?tid=285290&extra=&page=3
http://bbs.hifidiy.net/viewthread.php?tid=89701
回复 8# 779A977
这电路也是SP10？拉倒吧:P
高仿还差不多（中国人特有的绝招）
跟马7有点像。
似乎大家都没看过SP10线路?
原机手册:
https://www.sendspace.com/file/xrvc47
我修过好几台(以前在本地代理商维修)我看过只有
深圳一家烂店错误比较少.其它都胡说八道.但深圳店它解说也乱来.
请记住,ARC精华在电源!决不能偷!!!深圳板上6L6GC不要用曙光,屏耗只少十来瓦.会短命.
不如加大灯丝电流用EL34.同样,要小心曙光!不要买到束流管EL34!接脚不同.
JC80好像比较像M7.不过好像最精华部份也省掉了.
本帖最后由 无境99 于 2018-6-28 14:00 编辑
观点比较赞同楼上。ARC-SP10不愧为经典前级，频响宽动态大，声音优秀。个人认为，和300B后级结合可谓绝配。但是，玩儿好这款前级并非简单，尤其仿它的电源部分以及体现原来味道绝非易事！
本帖最后由 vendetta 于 2018-6-30 11:57 编辑
无境99 发表于 2018-6-28 13:54
观点比较赞同楼上。ARC-SP10不愧为经典前级，频响宽动态大，声音优秀。个人认为，和300B后级结合可谓绝配 ...
但电源是精华之一.我电源试到MCap才满意.之前跟原机一样用RelCap PPMF.
电阻是Resista(就是ERO)参考SP11跟送原厂升级之机器.
原机用前苏联OTK级6922,只找到尖脚,找不到白金脚.我还知原厂焊锡,也买到了.
奇怪和Cello,老Mark Levinson(ML在的时候)等都一样牌子.
ARC换义大利老板后已换较廉价Kaster.不过还是比"铅铸"好很多.还好我买了4公斤.
线高电平是Belden.跟日本McIntosh同Type.
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
很值得玩味的一款前级。
本帖最后由 vendetta 于 2018-6-30 12:08 编辑
无境99 发表于 2018-6-29 22:09
要注意功率管一直烤着电解.又没热对流管道,不知是哪个工读生画的PCB?
还这PCB是317还是7812?找的到真Moto或NS To3 317的话会比7812好非常多.
那不是功率管，是高压电源调整管。机箱散热上下通透，热量由玻璃屏向上散去，由于同轴电容卧式安装感受热量极小，勿担心受烤。另外，上面用的是317金封管。
本帖最后由 无境99 于 2018-6-30 22:00 编辑
使用材料不同，声音表现自然各异。个人认为深圳华毅基础工艺还是不错的。胆机玩儿的就是这一过程。
不错。。。。
本帖最后由 vendetta 于 2018-7-3 21:10 编辑
无境99 发表于 2018-6-30 13:46
那不是功率管，是高压电源调整管。机箱散热上下通透，热量由玻璃屏向上散去，由于同轴电容卧式安装感受热量 ...
6L6GC不是功率管吗?电源调整管是用途,藉由功率管达成.
RIFA比较不适合ARC,我管座用Cinch建议试试看,保证试过就不会再用
陶瓷.我也用Moto金封.十几年前跟代理要的样品.灯丝整流用Moto大车轮.
电容是Sparague原机早期是同厂TVA-Atom(现属Vishay)MkII改53D.
如你看过它对SP10的"解说"就知道它对零件了解不及格.对原机也错误百出.
让人不禁怀疑它号称拥有的机器是借来的.
还跟M7同级的应是SP6A.6B起电源就有极大改进.
6A与10年代不同,定位一是基本管机(ARC也有石机)一是旗舰.
chenqitong 发表于 2007-9-29 12:21
SP10与禾田茂哪一个更好?我做了禾田茂,对SP10有兴趣.
等级不同,QQ詪威龙哪个好?QQ多省油?
vendetta 发表于 2018-7-2 13:15
6L6GC不是功率管吗?电源调整管是用途,藉由功率管达成.
RIFA比较不适合ARC,我管座用Cinch建议试试看,保 ...
感谢相互交流。:handshake
电源部分和恒流源部分电路，供参考。
本帖最后由 vendetta 于 2018-7-3 21:19 编辑
原图.半导体都是Motorola.
vendetta 发表于 2018-7-3 21:14
原图.半导体都是Motorola.
感谢提供原图交流。
无境99 发表于 2018-7-4 17:01
感谢提供原图交流。
其实手册最后就有图,ARC以前就是给你图你都做不出来.不像现在要图没有.