kyokyo 发表于 2012-11-12 19:10:10

你自己看看上面T1的频率图,在5K-20K范围内,频响上下相差超过20DB,失真小,有点搞笑啊。为什么音箱都要用好几个喇叭,耳机只有一个?耳机只能保住最重要的中低频,高频也就部分舍弃了。

kyokyo 发表于 2012-11-12 19:18:40

不过耳机瞬态的确会比音箱好很多

7086 发表于 2012-11-12 19:36:11

原帖由 kyokyo 于 2012-11-12 18:47 发表 http://bbs.headphoneclub.com/images/common/back.gif


你看看上面最基本的频率响应图,耳机是正负10DB, 箱子在正负3DB以内。连基本的频率响应都不行,别说其他失真了。别看耳机表的5-40kHz,那是频率响应范围,就是有声音,不代表准确。    

人耳对高低音是不敏感的,一个听感平直的响应在不同频率的声压级却是不相同的。

7086 发表于 2012-11-12 19:39:45

这是一张人耳的听感响应曲线图,从这张图看,人耳的听觉响应上下相差超过20DB,是否有点搞笑?data:image/jpeg;base64,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

[ 本帖最后由 7086 于 2012-11-12 19:56 编辑 ]

kyokyo 发表于 2012-11-12 20:07:38

别混淆概念。 一个录音10Hz-20kHz, 0DB的声音,人耳朵听起来有时候有时候小是正常的。但是,录音不一样, 录后好,重放出来一样应该是0DB,不需要将听起来声音小的部分补上去,让声音听起来一样大小。

别指望什么等响曲线,二十年前日本人搞过,结果是多此一举。

lixinabcd 发表于 2012-11-12 21:07:43

又来数据流了啊,不管怎么说一切还是靠耳朵收货比较真实,楼上的举了这么多图谱曲线图,不就是要在数据上证明T1的曲线图数据什么的很垃圾吗?但是实际听感呢?现在黑旗舰的越来越多,多是某某旗舰被中端给秒了什么的,但是旗舰它就是旗舰,必有它做为旗舰的原因!HD600,HD650,拜亚DT880,DT990,AKG701这些中高端次旗舰也是很好的,但是不能说旗舰完全可以全面超越次旗舰,在某些方面旗舰确实有可能还没次旗舰好,但是在某些领域里是绝对要超越次旗舰的,消费大众不是傻子,做耳机的几大厂家更不是傻子,糊弄个还比不上前代的产品出来当旗舰卖~这是要搬起石头来砸自己脚的!!!

kyokyo 发表于 2012-11-12 22:07:00

实际听感也是这样,T1完全不是监听音箱的对手。

kyokyo 发表于 2012-11-12 22:08:09

你不靠曲线,NB了。 你不看看各大录音专业厂商的产品,全部靠曲线数据说话。

音迷 发表于 2012-11-12 22:11:07

还争执呢,呵呵。。。。大家消消气啊,每个人理解不一样,不必统一概念,一开始统一就输了。

kyokyo 发表于 2012-11-12 22:15:04

数据我会分析,听感我也有,两者基本是一致的。

kyokyo 发表于 2012-11-12 22:21:35

这也不算争执哈,就是各抒己见而已。

kyokyo 发表于 2012-11-12 22:22:06

原帖由 lixinabcd 于 2012-11-12 21:07 发表 http://bbs.headphoneclub.com/images/common/back.gif
又来数据流了啊,不管怎么说一切还是靠耳朵收货比较真实,楼上的举了这么多图谱曲线图,不就是要在数据上证明T1的曲线图数据什么的很垃圾吗?但是实际听感呢?现在黑旗舰的越来越多,多是某某旗舰被中端给秒了什么的 ...

我不是数据流,是技术流。。。:lol

gravity17 发表于 2012-11-12 23:30:42

原帖由 kyokyo 于 2012-11-12 22:07 发表 http://bbs.headphoneclub.com/images/common/back.gif
实际听感也是这样,T1完全不是监听音箱的对手。
实际听感是,HD600完全不是T1的对手

davidxtb 发表于 2012-11-12 23:31:55

原帖由 gravity17 于 2012-11-12 23:30 发表 http://bbs.headphoneclub.com/images/common/back.gif

实际听感是,HD600完全不是T1的对手
:handshake:handshake:handshake

kyokyo 发表于 2012-11-13 08:34:27

原帖由 davidxtb 于 2012-11-12 23:31 发表 http://bbs.headphoneclub.com/images/common/back.gif

:handshake:handshake:handshake

具体的说T1 + V200(中庸的设备组合,很多人说OK的)不如同价位 监听音箱。
页: 1 2 3 4 5 6 [7] 8 9 10
查看完整版本: T1,想说爱你不容易!?

耳机俱乐部微信
耳机俱乐部微信