VOX AC15,迷茫中,用过的朋友帮看下
前一阵收的AC15,想换管,昨晚拆开了.和网上的质料好象不太一样.网上给的现在的AC15好象是4根管,我这个怎么8根啊?面板也不太一样.据编号来看这个AC15应该是97年英国产的.懂的朋友帮说说啊,小弟对VOX实在不是很了解,网上能查的质料也基本没有.很迷茫,先谢了喇叭
您这个ac15跟我之前那个的确很不一样.
开关不一样,input也不一样.面板的旋钮一样,但是字儿有些不一样.
里面一样不一样不知道,没拆开来看过.
连背后那块黑标的内容也不一样.
乐观地去想象,这其实是早期的ac15.
我还真是这么认为的.
不过可能性不大... 原帖由 李郎 于 2010-3-16 07:12 发表 http://bbs.guitarschina.com/images/common/back.gif
您这个ac15跟我之前那个的确很不一样.
开关不一样,input也不一样.面板的旋钮一样,但是字儿有些不一样.
里面一样不一样不知道,没拆开来看过.
连背后那块黑标的内容也不一样.
乐观地去想象,这其实是早期的ac15 ...
很不幸是KORG的........ ,可能是在KROG改动之前的吧.在网上能查到的要么就是最早版的,要么就是现在的,这个基本查不到,郁闷啊
拜谢李兄了
[ 本帖最后由 traveler 于 2010-3-16 07:21 编辑 ] 继续求解 似乎论坛里用AC15的朋友不少啊,没人知道吗?
小弟很着急知道几根管的作用.特别是在变压器旁边那根大的管5Y3是作什么的啊? 91年korg就收购了vox。
vox箱子生产线02年移到中国。
5Y3是整流的。110V的不是国内收的吧？
楼主这个是90年代英产，设计，线路和现在的ac15cc系列不一样。
现在出的ac15也有几个系列，互相之间也都不一样。很正常。 原帖由 英语老师 于 2010-3-16 22:36 发表 http://bbs.guitarschina.com/images/common/back.gif
91年korg就收购了vox。
vox箱子生产线02年移到中国。
5Y3是整流的。110V的不是国内收的吧？
楼主这个是90年代英产，设计，线路和现在的ac15cc系列不一样。
现在出的ac15也有几个系列，互相之间也都不一样。很正常 ...
万分感谢老师了
感觉这个ＡＣ１５失真度比现在的ＡＣ１５小很多啊，更象过载．现在的ＡＣ１５没用过，网上试听的．
今天查到的具体型号好象叫ＡＣ１５ＴＢＸ． 想得到大些的失真是不是要把两个ＶＯＬＵＭＥ都开的很大才行？
只把ＴＯＰＢＯＯＳＴＥＲ开大，另一个不需要开大就能得到较大的失真吗？
一直没敢把ＭＡＳＴＥＲ和ＢＯＯＳＴＥＲ一起开大过．因为如果两个都开的很大，那样在家里基本就不能用了，声音巨大
新款的ＡＣ１５是这样吗？
我在家练琴一直用ＦＥＮＤＥＲ ＢＬＵＥＳ ＪＲ了，ＡＣ１５音量比ＢＬＵＥＳ ＪＲ大好多啊，有那么一点扰民了
[ 本帖最后由 traveler 于 2010-3-16 23:05 编辑 ] 跟Blues Junior的控制一样，AC15的Top Boost的Volume就是前级的Gain，Master是后级总音量。
想要声音小的过载，gain开大，master关小。一起开大那肯定扰民了。 估计是线路设计同现在的区别吧，八根管子我估计是前级两个增益通道各两个12AX7，后极2个el84，一个12at7驱动混响（也可能是颤音），一个5y3是电源变压器整流管。还有一种可能性是前级一个通道两个12AX7，后极两个el84，一对12at7驱动混响，一个12ax7驱动颤音，一个整流管
具体的可以看不同型号管子的数量来判断 原帖由 madseed 于 2010-3-19 11:00 发表 http://bbs.guitarschina.com/images/common/back.gif
估计是线路设计同现在的区别吧，八根管子我估计是前级两个增益通道各两个12AX7，后极2个el84，一个12at7驱动混响（也可能是颤音），一个5y3是电源变压器整流管。还有一种可能性是前级一个通道两个12AX7，后极两个el8 ...
是5根12AX72根EL84,1个5Y3 一般都说ac15tbx是a类15W的。单通道的前级用3根管，一根reverb，一根tremolo。这个系列一共有3款。ac15tb，单12；ac15tb2，2个10寸，都是by Eminence。ac15tbx，x是蓝喇叭。
这个系列是korg打算找美国的Bedrock Amplification代工，而prototype，也就是所谓的原型机就是Bedrock Amplification做的。
照片里，皮质拎手，细些的气孔，都是Bedrock的特点。和楼主这个不一样。
不过后来量产，korg最终还是找了marshall代工，采用了类似Bedrock的设计。
常被问及的问题是，这个系列和现在的cc系列中国产的哪个强？
通常认为，现在的国产cc系列更接近60年代的vox的声音。另外ac heritage系列的15和30非常被国外玩家推崇。使用过后，我同样也认为ac30H2L的声音非常的惊人。这2个系列都是在国内做的，价格不低。 原帖由 英语老师 于 2010-3-19 20:36 发表 http://bbs.guitarschina.com/images/common/back.gif
一般都说ac15tbx是a类15W的。单通道的前级用3根管，一根reverb，一根tremolo。这个系列一共有3款。ac15tb，单12；ac15tb2，2个10寸，都是by Eminence。ac15tbx，x是蓝喇叭。
这个系列是korg打算找美国的Bedrock Amp ...
果然不愧为英语老师,英语就是强!
这篇文章我也搜到了,自己有些地方翻译不通,谢了 原帖由 英语老师 于 2010-3-19 20:36 发表 http://bbs.guitarschina.com/images/common/back.gif
一般都说ac15tbx是a类15W的。单通道的前级用3根管，一根reverb，一根tremolo。这个系列一共有3款。ac15tb，单12；ac15tb2，2个10寸，都是by Eminence。ac15tbx，x是蓝喇叭。
这个系列是korg打算找美国的Bedrock Amp ...
“我同样也认为ac30H2L的声音非常的惊人”是指什么呢？品质？还是音量？ 指的是声音品质。
音量也蛮大。 附件上不了， 我有电路图data:image/gif;base64,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**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**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**D74UYYUXDvhdhh+GeFWHI6a4Ykkntjhjjd3EeGOPPzayY9YiA7lkk38TmUwpT2a5ZdDqRJbVlF2mueZGAaUvPshy1dBmn3/+rpTUvYqDUq+d5XsVaKUpTtMsFe+06zGosdKKp5mXxjralVvVt2nZXjO6K+5+ujprs2+1bGL3OgsMsqczm2uus+cueDGH10545+PCc41Ruv+Wt2+k7+YVRYTOlNtvyqoaE3DH26168KRnhfXwenlW/HHNDeu6c89jjhrufytHiuTJN0edrQDLLkruyE/3NWFFy0y9dsFWty7y1wkn3XbfS8S9ur4Rbx071n9HnvObqTPdJ66dlz156d9cXvggB7z+8Om3jzD4bmlnNnuouSdfveZNPJ/j8bcuv33hE5838zbfhlHJ9N3HH7HWpqSSTfo13F3+BDiu9e0tT5FpnIX+UDNABuqvgOKbn9XgZzi6gKmBFyzM/4pmKPh9xm1gw2AI26JBA+JJLqwSYQpvV8C8HC869kOhCmWYFgTer2rG4eAH0ZejGfawLDec4HOwUqgxudCHR7xZXub1Fz0pcXInRGIUlwJF7TGOg49JIASluMV/3cVuV8mi/17TP/Zx0YwDao3dvnO/LR3Ng2eEYxeJhyIrEnF98otjHjHlxfjZxYgAuiMZ9TjIp6RxiVKzoxbLSEhGZqU4NlRkGwMJu0ZWcolMzN4fUTZJTVrSfa8jYwnVF0lBetKUyXGi9npmQlJS8pSnJGErtYRJCr7SluJT4yqbWLhb9nKDmOskl3j+6ctb7g+YFxsmMW0JvqF57VB4U2Y0oUmpaUbzWmFUVzUvBjprdi+V8dKmsJLZzf5o0FzhRBQ6ybmftgVuZJ+73AvHuc4khQ6H4Jznqfi3yd7R03yT2U4w/ZfP2KlSnv1EGDwVulCGNhRf3KEaPhFa0EkScKIGE6iD1EY2jsJLnZSLXmk+mtBpYUx3a5SomcgFpIOqlGklFRXYsFmuZPnxWBctpWhoGaSMeqqn/zFpLdk10n1izqC+EaXffjqppZazdElFF1GNKlSqmuZ/5mwYTJOy03VJtapflaUDtYhVgLFRVU09J0GnetS1WlSXr0JrDqFnK2eajZlsxSkeF6n+0/GR1Z1v/dQ3s2bMkIK1onElXTvDCrmKihOwNSNroLB4z9AVNjGgTB9mEXvAxqZzsSaLrKnAeNL6PNJdMqEsi+KmML86dq80C63QfCLTmVbwaHxF2hNRm9OUvpapny1ZbHflR+ICaY585SFmkiuwAG5WOlC1WQ3fKFubxgUvEhQpRHXrPOeO8qS3Ai7IgJhTyVaptGDqrnLFRMfRstamrkRme+3KmRiGlIpi4urLtNtOxqV3oNylK4DtKraieuda1VWs5Ega0ADnN7pNm+5wR9RB9t61rPttMBjP9kizwpeTyyVwdsdK3wUTDbyu8W+0SBbh6lk2xVVNsG/xqeH+F/fGdTUOlhNZzJo1No+lNu5rZ4cqORzzSYIdbtkHd+zI7x4WkCMOb1SP7GHPArTIv5rjkkuC3gT+mDdXFXJXiRzgx8IWkVo2E3HxumYRv7W1jI3yLsvsMuGiKb9eNjKU59xbvVIzzhurs1plfOWefXHPHg1zImXMskDXJMRs/vPthpiTug7szc+MdMYaHT7L6hTJVP7roau86JNt+pIW7jNvcesn92Y6go+14Ng0zcleFdjVIxT0hUWNacByubYLI6ytOw1fQgu52LMU3A/t92m3UpIvRz42x55t4PrKMtqkBrW/gunrSgPo1yjO7ce8CmknPzfXzIULuJmdZ0f+R23dJM1rZ/GM1HNnlYbqvnZbsTZueVOb3f4+2Lan/O42X5fR9Rb1vG3MbILzGb/c9FK+h221JCOc1AqPikM13tDfJlrVm5G4sG0Tcs7Ge7EY36qcjCctOJHcaVOTzw13TUf2LGvjUo7NdmLuIuMBXFQTWjl8vIRMXY63cXYCZXrw9i6Xi5jGc62MFXE4wZ5X++dMhjCoR5v1WkvYzhsH+0JpnuzJ3gvBxLIqdrlO8URB654yD7dkjM72i/v8S43SOd3lruBsY5vcrFb6mHcLQZkf/e/2oRCO05T3iLZ9it2m3o31bvBnazjhdm9dhRo/zeY+qustRo9Vpj15J/H+MelGi1Pi097fwbde6JWCfDnhXnnVeo20Ta671e+O99X+ksKo7b2mxihrfWNemLNlO+oLadiRe92Bo4d7yoMGPMS5rvbNfHsQqVzbXzv+NrNXrYcmHX1SLVD3E6c3xcFvOYgbu++KB+jimMI6VPNH8vFH/KVTndu2TXr+1Usc2CC73wuTrYs5s2o5+4u/ALw67wuN2fO/0iGL1Mq4mvq/nFGzj/OtYJOS4wkeouky8ps2E9sUmSK2oau54yI7B8QekWq4VnEK8pM+59sR5aMv74ExXIpBoFMQzWK5sZFB5jO+FGxANHpBp1kxiBIZ+os9GBy5qbs1vKuiLum+13r+Gv3TpyUZvR7DL6BbriEUQtkrQoJ5sSISsDG0KobrQezyuAtxsLJbN7YhEiykqELqvi/8IRT0pvq7ktfbv+vAJNzbvflTsvH4nKFBPvYbFj30nk+Tw0xqwz4skAgkjyOEwyp0taZrjroiwdFpwZl7OejpxEF8vEfDv7ijLttiQ2vDFL8zJPuawxaiv/ngwB+pQ5MLQyDrKEYJKj/0u1CUmlHMvP8rDwzEolZcjqlrrTmBrjV7xA1pIcTjuymSFWyjw0j8w+LbpPFrxiwEqV/MQ2nsOz2cQdE5v3YTIhmsOq/Dwb16RNoTInCEDtDTQBv0vFTEx0MivtpwG0c6Rsr+y5xe/ER53EFEHEdk5JrF+wuU+zpjsbj+acdFekdKvK+o+LyPSkCE/Dzsy0Z3q0dw4xXt08B79MaDLEhs1EgJLMbswEQ0lJ2IxCM5TK7KS7py7KeRKkByzMcdekPcQDE1RC/hEEmTpMeC8q8Ys0jF2L/2S8phqkifnEkhpMmiuT9idEpTvETTycmUpMGviTV/bMInJEqqxMN5JJiOjEFTLJu15JuzbErAc8JAgkCvrCOrhEtf7EowPLyHQ0VH48OvIb2ifEtO4aMno0bY20S3tMlzlMQym8q9ocDFRD+SxMW9nMz0A8bwEcZ/k0yVcybKchUPfEiudLb1SptgPEn+vdTJykRJrRtJ9RKaOqEhGCxMw+zMCmxJ1SxJREyZmpRJK8s/y7PLBOnNhstIyjScOTnIoQS52RS62tzGwUxIWUQpnLlGs0SfsdQ8Uto6rTzGWTQ4CQSR46xG5VBOyQqUTvKW3wOk3owpbjxEtPxGxnSLbrzC1ixPH6m+FeMwwPzH/QrLTFzNFzlP4UPOwxxI+QQMpqQ06UzIxNRC9iTEm1JI0fOx/ewv1RASHZw+7KPEuWIj/uQQCzzQLbups3PIfUHRFG0MDI1LTiPIEoVKX1NC7czL+sxQSzwq0RTKuKDJrXTMOcTPjTQQ2oq1NPrJEVQcgfy5XKK5tRpKNBv+zvl8zcZkP3f7UVAcUBitLjKcwJCUv8FTMg2lkmdcmevcUuVjQOTTMflbPy3dSSd00iqytShtkQUKSiotyauJsAD0Pz6dnbqE0cugF1wcP9FZ01NsMnt0Rg6d0oDcxdtqU44aIjQdTR2Z0+aDUoi8U3PkP8U0yketH7j5U1HVDir8wZi8Pt+8SwoaPgPsTwL80NJcpW5kwTLVLlLlucY4M1wlxd3LVHEEKzt9j7XL093EThu90VdVQgQyVVDtyw+5rVpVv2UE046yPnPcPEgVEEbl0SBb0+CLVEr11WE8jS09v0nFP+bcSCtVVsFcyXUlMQdNUKijxQgUpdU6H4b+XENsHddxzdbDsrCevFXdCld7PdhPHVL6dMlL9bBKDVN2jVN3BVTxyNZEpddTFdQM3ETPMcjIzEqsBDkfPcAxHR57ykXe+iOkVC5uK9kuJFnIY1LGyE04DdB+jFkdXVi2Yku/xNKXrVJ3NcL+8zEEIdR+pFZltMyJRdbt001oDVYujVGH5VLlfBIpVUn4mFV+5D8kwxXwzLzMKld71U+qor2ifdF6vTyGVdtQ8sSdFbnFtFpewtqG9UI3TNJ1vEVzlaPkBDjBKjQ2hVO6xcP7CtG8WlnmQ1KuejRCtVvpnFu43LGnbNrKbTcXpU/D/dYUCSOJFSTAnVGHBFZGhcj+mvRQSGJbqe0z4YRE3jTTgkVQBR1Jv2Ldwb3MG42f6jM5xTKime3XH8m7d308Pa0vfv3VDVwU403WDpXdbFvGnn3b7QShVkUTpTze8Iu61JhaZdPZmj0dBPReZJ2N8OXLuN1buc3PDTVR9+TbGVE9LUwX4hjYoDVEF8zb9a1dfwPfsNPew7PQsNwK7ntc9G3XRs3eZmW66y0/3A1dKAxHx+NdSayx8L1QGiwW4SVSn8XR22Xg9jVJmMQP6IXd1OtgSutdvo1gRrRf4o0e5WVebUTcAX6q4yphaDPdZnphvMyU90XX2xwUmSXfsk07y/07F37W7R00GY4pgmzEbBT+4el8qEIV2tgNRzoJ3iKzlPE0XwxmYdtlRQW+wK1lWAnlYNKE1q+6YSRe2uidQI9tXus93yJ+2uwdQa+d43Lz4LSkYXidwuG7Yxld3qlK4zfe4jxeYaPlzB5W3D824STFvORlZOrFTZCV5N912iOO46KjVdXF5ILD4i7WNyO2Q3h8ZCLm4pQNWyamR731YVNmn0GmX3R84JY65awNZJETZTvzyEqO5S825CmN3AXh5bY94zWG2/XKzOPr5VmeYlyOZK7NtfgsY6ql0mCWGda8ZVd+Y2zR2Wb+t0/WZnd85uakZi8252E+XmtW33Hm40xm4m42Zh3mp2WW5yhUUMf+Td3tLGc1pmd2Tkl1LipWtuW0zWcxBuRf/rLJGiG0C2e9ymVHgcn0lWhOBuaJzkF0LmZ3vudztueDtijQZeZ4vkx89kuNW1Hzy+Z21mg2BmijEmglVuTwstRjZtrV62hv7ueNhuGNiugCVumUHugPXmVsxmmgBsWZvmmfdkGaBuQsZtqHXuB9JmSOzmepbemL9meidumfplZQhmlPY2qL3sd7XRtsgmp91uqd9d3UpF8ersccJmtnfUikpmqPBuukNmNPrUb8KKOzlkKpzulaDmvqks0e6Wk2JmZUrqDF9mow/jK6vsVadErmIF2RDmq7rmquDlQg1WXNbuzqBWn+GI5Hz/Xsel64wY7T67TVt/FrhK7hQo5pKq5p0a7rSw1BRJ7r9wpNOH4hyA5k1W4l1s7qhobtzAZs4v4zLe5kFpLs4iYbP15p035s1HY+4J4z4TbuES5t5xZruN5unZbtki7a5qZtxg7MvL5spLpfuMDq4dIy2iUMSI7u7l5u7gbvjJ1E3GZNWM1ox+YTMk7mlnU93vNc7J5m7T7utQ7w177vVjas1DrssaNkvD3h6ahLgeq/3WLG/4TGnWptxKbvtD7u+U7u2U5sRTy63YnDFdnjR3EhkuO2jeoxqDKtAk01N8JjXCNxxcbsr75SE8frp71tjJ1M3YHlytlcLln+7xoUxDCFzfNWGUTKkM38cAQX8doub6BwKBs+0e8uagUCzNPD6MUOwlpLcm+b10T5SexF5gEn4QlvWWaqcoLucfsGcuT28hCn6ChJG9N96JPtE1ulc/WmbkrdV44dL6GuTuL08OHeccvmcT3H8xHPbqU+3bb05cTCzjNHGd/mybsKIgDHuptN86WM70kv9MAec0tH9TpPxJVE2iIfUkGX7v9O9UYOROuCaIMuvRxXnVbH8kiP7Xt18FofO7qUrz+f9S5lazQP8nHaHwZzw1ff6kz/9Ue/9ZlhuiMHdlanS590ci5PNLqu4y+1cE+3Th5ivQ2X8mrfs6aSb6P+8s/+dt+OeWKVMqa40XXSc+upBj6yTe/TfnbCNG+0diUDt3P/zvNsD+8f3sJBd+0RjUcbpjtW3RVCaS9OJ/SBx1/ase4NvJM5N/YE9/FsNsDQjXKIB/FcMVkIT/Y4m9Y9+kuVNzJal1YVrMiPv/GQd3R5Z2cFH2F9J0El5cT19O5TK8R/tyexxdtqNndz02/ODT6U7nUzv2ZrP1ds53h+vqi5Q9QDDExeX3hXP10Vb73KvvLWPfqEztXNZnqet/p1TuLBiPd5H3bLlbobxLCw4fa0v/OH09DC7FyyP6Zmn2fBdtXtgnt8fG9fz3qfr/Se18anQ2TrG+Qg3nph73OrMNr+5i5sNSFYmh9iVadjTsWrz995TY78Ex/7YIf0psawJx8j3sX4tQcmAdxjtF91aCZ9So9fxM9r8mZJyrZMeO92f5d8Yb9beL73UqZ8bvV2wNN4Xex9kw9Q8Q5hmU1+9G59rk94Sd9HUkdxS2z+dE2+L0T9TX96Wl6qumVwkv7+lf/7A9/9u/9XlAXaDid87i/+pb/j3QaIAAIFAhho8CDChAoXIizI8CHEiBInJnRIkCLGjAotMuSoseJHjw0livxoMmLJkylNrjy5sKX**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
[ 本帖最后由 twoguitar 于 2013-7-5 20:19 编辑 ]
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