- UID
- 256262
- 热情
- 3589
- 人气
- 4390
- 主题
- 71
- 帖子
- 820
- 精华
- 0
- 积分
- 4445
- 分享
- 0
- 记录
- 0
- 相册
- 1
- 好友
- 2
- 日志
- 0
- 在线时间
- 969 小时
- 注册时间
- 2010-9-20
- 阅读权限
- 30
- 最后登录
- 2024-6-24
![Rank: 12](static/image/common/star_level3.gif) ![Rank: 12](static/image/common/star_level3.gif) ![Rank: 12](static/image/common/star_level3.gif)
升级 ![](source/plugin/plbeautify/images/expl.gif) ![](source/plugin/plbeautify/images/expc.gif) 63% - UID
- 256262
- 热情
- 3589
- 人气
- 4390
- 主题
- 71
- 帖子
- 820
- 精华
- 0
- 积分
- 4445
- 阅读权限
- 30
- 注册时间
- 2010-9-20
|
本帖最后由 Neverfull7 于 2021-1-13 21:50 编辑
nzrover 发表于 2021-1-12 11:14 ![](static/image/common/back.gif)
我也看了这些视频,感叹特斯拉的自动驾驶技术的确比其他车厂高出不少。基本上是瞬间将激光雷达扫描范围内 ...
特斯拉不光没用激光雷达,还特意说激光雷达没必要,其实是为了节省成本等等原因,特斯拉主要用了摄像头和毫米波雷达来做探测,激光雷达确实是大势所趋,特斯拉下一代就会打自己的脸,其他的例子比如不用HUD完全是因为HUD的装配太过复杂,特斯拉工厂为了实现机械臂全自动生产,为了产能效率只能放弃,然后你要问,就回答你我们FSD牛逼,无需HUD,这种说辞一套套的,信你就输了,另外像全玻璃车顶,拜托不是为了采光和炫酷,完全是因为车底电池太厚,只能靠车顶玻璃来减少顶棚厚度来找回乘坐高度,完全也是一种妥协和降低成本的做法(电池组每降低1mm高度都要大量研发与实验,都是$$),你问就告诉你我们是最牛逼的天窗,如果是搞汽车工程的当然知道个中理由...
简单验证一下,google " why tesla doesn't use lidar"
![](data:image/jpeg;base64,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)
The most apparent reason for Tesla to take a different route is the cost. The cost of placing a single LIDAR device on a car is somewhere around $10,000. ... However, the cost is still rather significant. Tesla is highly focused on costs and making sure the cars are affordable.
另外蔚来最新的ET7上面就应用了激光雷达,从硬件侦测方面,以及AI算力方面,远超特斯拉了,李斌在发布会上特意大声强调,你想实现L3级以上的FSD,必须必须必须用激光雷达,就是在嘲讽Elon,特斯拉靠摄像头和毫米波,再过10年也实现不了真正的FSD为啥中国造车新势力用得上激光雷达?因为咱能把成本搞下来,特斯拉暂时的优势其实只有电池和电池管理而已,不过你别忘了,最牛逼的电池供应商,都在亚洲呢.....
说到底,真正了解汽车设计的,特斯拉身上几乎所有特点都散发着廉价感,但廉价可以创造首富,所以elon赢了,资本赢了,但能否赢到最后,咱们拭目以待
|
|