ll0899 发表于 2015-8-31 14:57

随便发个imalent电池夹的测试帖。。 额没整好 重新发一个...


看外国某品牌的电筒夹子很酷所以一直都想入个电筒夹子。喜欢这个夹子的原因是貌似能充电这点很新颖。向狼mm软磨硬泡遂不能如愿于是乎就入了。到手后发现,这个夹子手感很棒,外表有一层仿肤的涂层就像olight x6的那种感觉手感超棒,但是个人比较担心脱落的问题。


    然后说说功能部分,这货确实可以给手机或者手电充电,啪~~~废话,厂家说过呢。。但是这个夹子还能给18650锂电池直接充电这点就很新鲜了,对您看的没错,就是直接能给18650或者16340或者。。。各种锂电池充电。电池仓的下极板是活动,把电池放进电池仓,双击上面的mode触摸按钮这货就开始充电呢。。。然后这货还有usb升压输出,可以直接给手机充电,插个线也可以直接给电筒充电,总之玩法多多。话说电筒夹子啥时候能设计成像m30r那样放上就能充电就更好了,当然无线充电就更好呢,嘎嘎。呃,,细想想其实那样的电筒夹也不算太好,算我白说。不过话说这个玩意不能换电池倒是让我有点出乎意料,其实不如设计成能放一颗或者两颗18650备用电池的,然后可以给手机充电,电筒没电了可以直接拿出来装电筒里。这样既保持了充电功能,又可以快速更换备用电池还降低了体积。

    下面先上个简单的拆解图;

data:image/png;base64,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**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



    关于内置电池容量的问题,拆解图大家已经看见了,厂家说明书里面写了5000mah的容量,拆解里面用了两个3000ma/h的软包电芯,也就是6000mah的容量,所以表扬一下这点厂家还是很有良心的。容量方面我也测试了一下,电流还是1a,但是电压是5v,因为为了给其它移动设备充电,这里面有个升压电路的。但是测容量就得连损耗一起测不是,光测电池没意思。唉,说到这里本来想测个容量就得了,但是有些好奇电路效率,你们了解我的反正也得拆,手头有俩万用表基本够用,所以,,,,顺便测个电路效率吧。

    说了这么多废话,实际测试,5v 1a电流下,放电输出实际容量20w/h。约等于2节18650的实际容量,所以厂家标称的5000ma/h的容量还是靠谱的。

    下面说说效率,实测输5v 1a电流的时候,输入功率为4.12v电流1.37a电路效率89%,对于升压电路来说可以说成绩很不错了。,



    说了这么多吐槽一下吧,这个夹子的部分貌似和电筒接触的地方摩擦比较厉害呢,用了几次夹子上有明显的摩擦痕迹,本人外观党所以断然接受不了介个,于是乎想了个解决方法,在夹子上套了个热缩管,完美解决问题,而且这样弄了一下也不会晃动了。顺便说一下,这个夹子貌似电筒不拿下也能开筒用,嘎嘎,这点还是不错的。

渝湘启航 发表于 2015-8-31 16:04

沙发               

aaclsh 发表于 2015-8-31 19:58

对了你怎么不撸3500!

yls123 发表于 2015-8-31 20:00

图片看不了
页: [1]
查看完整版本: 随便发个imalent电池夹的测试帖。。 额没整好 重新发一个...