直线模块滑台移载
产品载具从一条线体移载到另外一条平行线体上，两条线体中心距1.3米，要求使用直线模组滑台进行载具移载，滑台上设置同步带传动，线速度30-45MI/min，载具大小160*160mm，载具重量16KG/套，4s/周期。图片如下：data:image/png;base64,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
有哪位大神推荐下模组滑台供应商，并提出此方案是否可行，谢谢！
图片看不到 你这中心距，线速度，周期，按你的数据，恐怕不能实现 需要知道楼主机械的机构是怎么样的？ 两条平行线体采用倍速链，载具从一条倍速链移送到另一条倍速链上，通过模组滑台来实现。 看不到图，不好说 水平方向容易实现，问题是你要考虑垂直方向需不需要升降抓取？ 具体你加我微信，备注一下是机械必威APP精装版下载，我提供一下资料给您，137-111-97844 水平布局 这个直接成品顶升转弯辊道最适合，便宜，成熟，没必要上滑台。
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