风之小坏蛋 发表于 2016-4-10 19:57

XHP70多核基版

之前看见很多人寻找多核基版,我也找了很久……没有厂家开发,昨晚问了一个卖家………开发一款新品价票高,问我有多少需要的,特开此贴问问大家有需要的报个名,大家一起………

深蓝17 发表于 2016-4-10 20:01

多核的基板很多楼主需要什么的多核呢?

风之小坏蛋 发表于 2016-4-10 20:31

深蓝·17 发表于 2016-4-10 20:01 static/image/common/back.gif
多核的基板很多楼主需要什么的多核呢?

2串2并的,

深蓝17 发表于 2016-4-10 22:31

风之小坏蛋 发表于 2016-4-10 20:31 static/image/common/back.gif
2串2并的,

用什么灯珠呢?如果是串联和并联的差别可以在基板上改动一下就可以了

风之小坏蛋 发表于 2016-4-11 00:04

深蓝·17 发表于 2016-4-10 22:31 static/image/common/back.gif
用什么灯珠呢?如果是串联和并联的差别可以在基板上改动一下就可以了

XHP70的4颗2串2并,没有这样的基版

gta360216 发表于 2016-4-11 06:53

Diy......

风之小坏蛋 发表于 2016-4-11 08:11

gta360216 发表于 2016-4-11 06:53 static/image/common/back.gif
Diy......

这个基版小了,这个用3535的,70的大多了不行啊………

飞去来也UFO 发表于 2016-4-11 09:31

问用在什么手电或灯上?
这个用量极少,或许可以自己D。

gta360216 发表于 2016-4-11 10:05

风之小坏蛋 发表于 2016-4-11 08:11
这个基版小了,这个用3535的,70的大多了不行啊………

学图3.4直接通电

gta360216 发表于 2016-4-11 10:07

风之小坏蛋 发表于 2016-4-11 08:11
这个基版小了,这个用3535的,70的大多了不行啊………

图3.4正进行研究,edc尺寸上,装进大量70,在发热允许的情况下,能达到的最大亮度

kakaruote 发表于 2016-4-11 10:34

这个估计凑不到人数,要的人太少了。。。小众的小众啊。。。

kakaruote 发表于 2016-4-11 10:35

这个估计凑不到人数,要的人太少了。。。小众的小众啊。。。

风之小坏蛋 发表于 2016-4-11 16:39

kakaruote 发表于 2016-4-11 10:35 static/image/common/back.gif
这个估计凑不到人数,要的人太少了。。。小众的小众啊。。。

之前看见好多人要的,现在找不到了

新生代 发表于 2016-4-12 21:26

6核 三串两并基板期待下

aliang802 发表于 2016-4-12 22:19

各位大侠,如果需要,我可以帮忙画图和制作铜基板哦!

风之小坏蛋 发表于 2016-4-12 22:22

aliang802 发表于 2016-4-12 22:19 static/image/common/back.gif
各位大侠,如果需要,我可以帮忙画图和制作铜基板哦!

那你开发出来卖,我定几套

aliang802 发表于 2016-4-13 09:03

至少几百上千套才有的搞头,不然我贴本钱啊,厂小鸭梨大{:5_577:}

aliang802 发表于 2016-4-13 09:46

风之小坏蛋 发表于 2016-4-12 22:22
那你开发出来卖,我定几套


我刚想起来,这种基板我们有做过,下图左边是4串(12v),右边是2串2并(6v)
data:image/png;base64,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CTVzMtm9tHw5Bjie3B78bxotgiDfTazxw42BJJq8n0Tuml4YHTyML5N6ajkvNhyG7o5pNkXosqaf2V0TylmxiNaI9udkaqGx5bSyp1RGe5EZWW5Na6zFNPia2C9kcEP4/aJCiyNiUe7y3MtqinXxRH9pZgTpzAU2cI12d5U6DNXXx1sCCSV8W5tlw2Ph9PtY+lBG0keWuIzY1MdbAgklfd6Va8ND4bfl/bmAxq8Tz/oM29HHf77USnZIxjvuOGR8M9djdFDOJZ6dPvM3k5HihBQHfkjGFsSw8Pgvysehws2ppWnz2f2RvoJ1R8CqiN/BK/j6F0Sw5Pgv8Pv4oNcTKhWq8/sLfQ3Wn8IqI78Efynjh4cHgOvF//953UJLdugNZ2N5A8B1ZE/gn+kbdv7075GA2sQV8IOU2aQ+35USv4Ifut5P462/+cgYDGCatlkxzxy349KyR/BSZLOvTnh8/WwJJaK2lvlun/8IaA68kdwpcCu5n+UuzAzS2tvko/N4w8B1ZE/gg8K6erN//98dmBOge3t8a1z/CGgOvJH8Fn6xt7z/w10Nz4ZSna+uzFu2sYfAqojfwRfJetq/u5hK+KKbW+J+57xh4DqyB/BnTSNzd897Malm0bPdDfDo4bxh4DqyB/BA0WMC6iPtur2NnjaLf4QUB35I3imVLMC1uDSSp1HuRugoVX8IaA68kfwWMJBAbsgrL29AZ72iT8EVEf+CB7LPiJgSVQOsDfA0z7xh4DqyB/BM6mGw8GG2A2VA+w98LRV/CGgOvJH8Eze4QBrI/GBvQeetoo/BFRH/gieSTIWDjbEnkh8YO+Bp63iDwHVkT+CZ3KNBSiCxA32NnjUKv4QUB35I3gmy0CAOkgMYW+DR63iDwHVkT+CB3INBCjFuCHsnfCoW/whoDryR/BAlmkA1Tg7q+cQdzPcd4s/BFRH/ggeaHwaAFw4q+cQdzPcd4s/BFRH/ggeaHwaALxee/xBk/t+VEr+CO5kmQNQk7O/mk9w98N9w/hDQHXkj+BO43MA4C+D5rD3w33D+ENAdeSP4E7zhwCU5eyv5hPc/XDfMP4QUB35I7jT+BwA+OHsr55D3C1x0zD+EFAd+SO40/gcAPjh7K+eQ9wtcdMw/hBQHfkjuJNlCEBZxs1hb4mbhvGHgOrIH8GdBifAwYaAfxk3h70lbhrGHwKqI38EdxqcAAcbAv5l3Bz2lrhpGH8IqI78EdxpcAIcbAj4l3Fz2FvipmH8IaA68kdwp8EJcLAh4F/GzWFviZuG8YeA6sgfwZ0GJ8DBhoD/IzGHvSVuGsYfAqojfwR3sgwBqInEHPaWuGkYfwiojvwR3Gl8DgD8cPZX8wnufrhvGH8IqI78ETzQ4BwA+OFsruYT3M1w3y3+EFAd+SN4oME5APCXQXPYm+G+W/whoDryR/BAk4cAlOVsruYT3M1w3y3+EFAd+SN4oME5APDDuDPszXDfLf4QUB35I3igwTlwsCTgtcd/kOlYIEC0kvwRPND4NADQeMLeDPfd4g8B1ZE/ggdyTQMohcQT9ma47xZ/CKiO/BE8kGsaQB3Otuo5xN0Jj7rFHwKqI38ED+QaCFAHiSHsnfCoW/whoDryR/BAroEARVC5wd4Jj7rFHwKqI38Ez2QcC7A8KivY2+BRq/hDQHXkj+CZJGPhYElsiMoE9h542ir+EFAd+SN4Ju9wgIVRmcDeA09bxR8CqiN/BM+kGg4HS2IrhOW398DTVvGHgOrIH8FjqaYE7MKljzqPcru/oU/8IaA68kfwWMJBAfW5NNHQge4GeNon/hBQHfkjeCb5uIDiXPpo9Ex3GzxqFX8IqI78ETxQznEBeYmrt70Z7rvFHwKqI38Ed9I0NktiH6IrbW+Jm4bxh4DqyB/BVykbmyWxA3NqbG+Mbz3jDwHVkT+Cz9I3NkuiMJ98FHWduz0+to0/BFRH/gg+KKqxWRIl+eSj2EvdTXLdOf4QUB35I7hSbGOb5glEEVTLJ0a0t8pF8/hDQHXkj+AkSefeH/LheliMuCo+t2Mque9HpeSP4Lee96NgAnwIArLz3USaK1p8Zm+bXy3kDwHVkT+Cf9TUicMz4L8zv8YEiXhiItldjVazN8/faP0hoDryR/CfOnpweAy8XnPHDvTQ5CPNjSKDehrJHwKqI38Er+MY6D7FPGgIFCbRYSLZ1QE2ndpL/hBQHfkjGO47xVR4vdqHEujpc5AygGCzzmgn8/2olOwRTOjZJvrSgCG67aOPZIplYzvKeTmqJu/1ql5TzIZ/Lh1ICZ6S8JXnGzekqWw3o4Iy3q3tMsWEOAUwliG8k/k1vfZV9pXnWlRTrosj+ksxJ76G1JstZH+4PCYWtJbhTlRWllvjOksxLR7REdy+JH+mnFbuD2n2haiy5l8Z3VOKmdFAU3A7kvxp8hu6OZ6pt6HimnzfnG5STI4engS3F8nfYi1bPw1m3lWovmZeNrOPFPNjiC/BbUTm/Nc1900kk+5BW2jaTfM7SDFFRvkU3BakTbuMxa/DmHEJ2kVzrjH2jmKijHIOqz6X1chAVaP/jSH8BrSRJtyRv20ncA6rODkTzmD38ADCU0QbKfqCVdp2AuewKpMw22ld5Y1kVpZoC4WevlbbRnOOqTKpUp3fWMaQpueKKivu6EU7N5S3aMpyfnhbJL7ecsXmyxgVVNC5mZt3eOr08xZKWTLk6e8t05JwJ41KKeLQJfp3eAL18BZEWYx52o3V6jP9jf6kUR3JT6zXwkLe7i7L/DztNsrTEu50USlpj6vdyOO8XVmW8+tGXeQ2TcLGcOeKSkl41j7t3M3bTWU5P6ry8AkOePbDnO0xsVNQfakOytDXcinm2T8vcLqgMvJsZ9S791OVn7xZIHSW5JQ45wcFHJHj/SP8PrE45yfsP2pOgYfPkNgoQyII/V/jR8g9PzN4ebIfH+F0VnG0CccWVXeYxEN50kFo8Hut2y0pCJP99g6n4+ojzDmqojFWGXdSwqTQnhr5WOVzeyKqfD++w+msXRCmrS9npFvGzZQzL7Sbur+UODxPOuP5fnuK03EbocpcXM5Aqzz1YlDKE1JD+6jvM4m3U2U0nvLHpzidtRfC5GW1jDJJsxcjUp6WHdpBHd9IXJ0tqcGUv73G6bjtEOYvqGWk8zq8KE95coKotlo/kPg5YV6DWX98jdNZOyJ8BUEt483XakRt1pMTRLXV9GuJk3OmNpL1x9e4Om5ThK8wVMtZ5ms1ojBrS46oqp7/VOLhtNmNJP7xQU5nbY3qLfoLOdd8rUZUJW5ME9XTw99J3Js5we7EPz7I6azdET5HZy0d/msyoiR3b5qomG5/IWzYtDkOpn/9JqezQPkizYU0ma/VheO52zNFlfT93xa2atocB9O/fpPTWfB6Wf+RtdF/rUaMewSEJJJb1J1Q+Du8P8vpLPhB+C4NhXT7r9WIoscGcLJQh3Z80/8sp7PgL8LXWch/HUbUPTmAgeXas+nX/c9ydRz8Qvg6C/mvw4ii9waYSmtL2FuytTFHevN8FlygeqOF/NdnxBEvAsyn2d7ufuzozf7HOZ0F1wifaS0LNhlx3JEAM2k2trsTOxpz6H1Ox8FHVC+1nAsfGlFrTYBQOi3t7sSOxux/otNZ8A3he63lwude1BoUQM5ID9h7sKMrh97qdBzcoHqvtVz40IuhZgXoRtUD9h5sbcyhRzsdB/cIX20tF956EaHact//Ud9i1g26gw3xEOGrrWXE714ckT0vVElB59rzas1XOOUO1kMTqrdby4jf7Tgie1KokiIOtSfVka9qvh2sh1aEL7iWF787slv2jFAlyU+0Z9SRb5L5ti+qFyzjyBHZM0KVJD/RnlFHvqrJdrAe+hC+43KO/GTKbtnTQZWkPc6eTkeySSbb7qjesYwvu2VPB1WS9jh7Oq3JCmfawXoYQfiay/ny0prdsueCKkl4lj2XjmSFA+1gQwwifM3lrHnpzj7ZE0GVJDzLnktrssJpdrAeJKjedDlrnt3ZLXsiqJJUB9kT6chUNccO1oMK4csuZ9BLj3bIngWqJNVB9kRaM00yx+Ad1csuZ9CzR/tkzwJVkuQUexYdmaom2MF60CJ839U92id7FqiSJKfYs2hNM8kEg2uE77u0TftkzwJV0vgR9hRa0xTOroP1EIHwlddyquQUexaoksaPsKfQmqZwcB1siCCED72WWcePsKeAKmn8CHsKTTkmmVpwj+qt1/Lr+BH2FFAlDX5vj781QdW8OlgP0QhffCHLjh9hTwFV0uD39vibsksyr+ApqhdfyLXjR9hTQJU0+L09/ufZCSfVwXqYg/DdVzHu+BH2FFAlDX5vj/95akkmFbQhfPcljDt+hD0FVEmD39vjf5iacEYdrIeZCF9/Ce+OH2FPAVXS4Pf2+B/mJRxQBxtiMsIC5Pfu+BH2FFAlDX5vj/9JUkmmE/SjqkF++/ojQEgn9/3Xeg9SNJcO1oMLYSWS29cfAUI6ue+/0HuEOeYSjCKsRGYH+yNASCr3/e/6FZtuIh2sBy/CemR2sD8ChKRy3/9L77HlmEigQViSnA72R4CQWu77f+lXYDlmEcgQViWnif0RIKSW+/6/eg9MN4gONkQShIXJZmJ/BAgFyH3/X/2KKscUAj2q2mTzsT+CjfT6T/ZItpD7/uPFetgHYYXymLjrM8Zct1683ky57z9ebIitEFYoiY+7PmPMjb8bT/f8uYbO8SbxKxLd5DlYDzkR1imDj7s+ezHpesW7dT9X/zneJH5Fohs7BxsiLcJSea3c+yUbQvV09ngyS/lWriR+xZBj5kA4wmp5fdz7JRtC9XT2eDJr+Q3xHkOCgQOTENbMZeWBj9kQqqezx5NZ4rean8Gv23NMG5iHsGbzrTz2PRtC9XT2eDJL/1Yzw/91r27OHKyHVRBWbqabFaewIVRPZ48ns0Leak7s75fmmDMwG2HlJrhZdxYbQvV09ngyK+qtQqO+uE43YQ7Ww1oI6xftZmkfsCFUT2ePJ7MC3yoo5Ou7dOPlYEMsh7CEQYbWtWiHYhpxYfE+t28yz2baPK6vyDFbwImqilpbJ+hbJuDtq9rjsctvs/EkPp6smyoH62FdhLUc9He+1mUIfn9VezypXsNps77vbs7MMVXAj7CW7qaVd689kbXe0B5z/icKfLTnv70/SjdPDtbD6ggr6u5YYffa41/orbZ9zLIvk2SeQBaERbWbu72r7SFlexA2hPxV7fE0KMkkgUQI62r3d2Pr5g94/oOwJOSvao+nQcIxcrAhyiAsrd3iLa2bPFrLg7Ae5K9qj+epkswQyIiwunajf7L7eX7ljHyuWA9KnW22RLP8P/jOlj+dBdUQ1jity283RKpEkmn30f9F321WoHHuIz8dBwUR1jinuVs3hDGjfGJD/FWTzfrIltS3UM9egZJoK53Q0yMbYlpSWcWGOI5nlpFsiMl+Gwry7BWoirDYOQ2tat3oBPNp3w3htdkcp/XHdjYKFEZb72xufkn79r8D/SNsinbcEHls9t+xuTK9NgrURljyJD6egH2WxWujDeF20w158r1wCeyAsOp2E8/EPtoitcuGcJvoERnyvbAIbIKw9vs07R/sAy5MW2wIt33a8KZ8YRHYB2H59+nYP9jHXIyKbwi3azpxZX3hD9gKoQN2a9o/2EeeWpU3hNssQ1iyvvAH7IbQBLs17R/sg0+qshvCbRMNM7O+MAdsiNAHG3bs/7FPQJEKbgi3NcTMyf3aHLAnQivs2bR/sI9CkUptCLcpoojO/cIWsDMqN+zctK8SI5X1sApxuV94AjZH6IltO/YP9rGI/shthBkEpX8+DkBpi2079g/24YjcFpiHPP3zcQCvV/CG0IX54cauQRIYj3tE7qzAunY5LRrtC8yPH5ZBaI4JHauaKFHhuQflnoqqpii+qPBELzAtYFgSoT9COzZouujjdI/L3aSvYFis+lCHH2FOnLA2QovIO3bOmFEG7J6Yu0lZuykRaxl8gejwoAg5jTJ52MjCdg/NfT+dAncAAATBSURBVCQr2dy4k5A2MEhHNq8IO83SuvbRuYNkxWq8WHJgBnJGBUnJY5fQ7prWvfYBWluaIgWb7fZ8I6mCgQVI4piZ7RQ7GrwDNPgGb3aHYkOEVv/5XS7yRALLYDeNpZHiLjXMzbkXzk/wJ82woofyJaXJ2AOAJTH6xts8cbfPG5q2cT37vrhyTyDOaYMxADwiVdvMJKh1w8fl7Pn8UdNuSljltcLw5g7LM9lAGTo2NJjAWTlvLD/ShDuyFVceTHQ8SdKHhZnpoVRNGxdSyKycMZB7FHd0trIO8iXVmZcCNDPHRtk69l+0selnZeAcFijoXG01k5htZmw5XwDWY4KTMjftH7ThKQdl/Igfl/xEbSnz8CXnCXcBdBJqpmktMYgwQtmgnD7ru6U9TljEbE77knboLQD9xPl1QjMIEcYpmJKOQT8i1UFJKhjHl+TjzgcYIsJSoW0QgTBa/8BeVsLypeVL/hGHAwiQGyuoAUIRBmwftYtKVbjkZvuUv/xYAA1aby3XsX8Qxtw/Iv1TekiD39sLN41PT6A9E0CGyl5y389EGHnPfHTP93GNfGwv2WQ+PYTqNAAlEocJHe9CFXzPiHTP93GNfOytl4VPbyE5CkDMoMlUXveiSqFnRLrn+7i6v/QWy8t449R4B8hOt1M/9f2iSBJpHpHu4a5S32euMiVhpH0qtR5k51MHaz9JjiSX5hHpnuwqdXxjLFMeaD1YgO+t/PBnq3tUkk7biHSPda1aPzCWKRXPe+rhzwD0jI+IAkiSahiR7pmuVesHrgIlZPDtAWaARyV5NYxI90zXqvUDV4FysnnrwTJsbtDx7BpGpHuma9X6gaU6mel4dQADO7tzPMeGEeme6Vq1fmCpzhLs3ICwEhu6czxNNgQbYpwNWw9gAdgQbAgAgGvG/5KNDRG0IcZLAwAwyvgYYkOwIQCgJmwINgQAwDVsCDYEAMA1bAg2BADANdM2RKUl0fHNYF3YEABggA3BhgAAuIYNwYYAALhm5oaosST6PhusCxsCAAywIdgQAAAXjI+h5kHpnu9sCACAR8zfEKsvie4v55cGAGCI8RnUOS7dg37yeujYEJLqAAB0IvmrVDbEtA3BkgCAeRg3xIpLYvB7V4EAAHoYH0CjQ9M99Keth74lwYYAABv2DbHKklAdNF4glgQATGJ89GjmpnsBzFkPHRviXCM2BABMIsmGSLsn5CeO14gNAQAzkIwe/Qx1b4W49cCGAIBlyLkhMiyJ0NPHy8SSAIBwcq4H76qYcMd4pdgQABCLZOhMm9yrbwU2BACsxFobopJcxQIAeIpk4tin7aJy1QsA4BHjE8c+Z9fVeL1YEgAQhWTc2OfsunKVDADgHmbNilA1AJgBs2ZFqBoAzIBZsyL8QRMAhMOgWRQKBwDhMGXWhdoBQCxMmXWhdgAQC1NmXagdAMTClFkXagcAsTBl1oV/WA0AsTBi1oUNAQCxMGLWhQ0BALEwZRaFwgHADBg0K8KGAIAZMGuWg5IBwDyYOGtBvQBgHueJw9xJCGUCAAOfRg8DKAkUCACcfJ9BKK0AAGZgH3aoSQAAs7EPPvREAAAe7OMPfRcAgB/7KET/CgAAAAAAAAAAAAAAAAAAAGAd/gc4S5WlJTRBrAAAAABJRU5ErkJggg==

aliang802 发表于 2016-4-13 09:55

是不是等级不够,图片没显示出来{:5_594:}

风之小坏蛋 发表于 2016-4-13 10:23

aliang802 发表于 2016-4-13 09:55 static/image/common/back.gif
是不是等级不够,图片没显示出来

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