尼龍三角袋包裝機(電子秤系列)(使用尼龍,玉米纖維膜包裝)|
三角包裝機是一種可以將綠茶、紅茶、花茶、咖啡、健康茶、中藥茶、顆粒三角包進行密封包裝的自動化精密設備,適用於食品、醫藥等行業的包裝。 二、特點: 1.可用於平面袋包裝、三角立體包裝等形式包裝袋。
2..整機可自動完成上料、計量、制袋、封口、切斷、計數、成品輸送等功能,可用於平⾯袋包裝、三角立體包裝等形式的包裝袋。可隨機組合和配置雙數電⼦子秤下料。
3..採用精密的控制系統調節整機的動作,結構緊湊、人機界面設計、操作方便、便於調整、容易維護。袋長採用伺服電機驅動,袋長穩定、定位準確,調機方便。
4.選用進口超聲波封口,電子稱計量下料方式,封口牢固,下料準確 5、封口方式:立體封⼝、平包封⼝。 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)
。
2、可用於平⾯袋包裝、三角立體包裝等形式的包裝袋。可隨機組合和配置雙數電⼦子秤下料。
4、選用進口超聲波封口,電子秤計量下料方式,封口牢固,下料準確。
5、包裝容量:1 - 7g。
6、封口方式:立體封⼝、平包封⼝。
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