铝泊连续感应式封口机,该感应封口机的功率大,适合瓶口直径在50mm-130mm,瓶子高度在40mm-300mm高的塑料瓶及玻璃瓶,能连续操作,适合量不太大的工厂用,该机适合单机操作,不能与流水线配套。
特点及适用范围:
本系列机型属晶体管控制电路,其特点成本低,操作简单,使用方便。主要用于瓶口带有螺纹的塑料、玻璃等非金属瓶瓶口的感应膜封口作业。适用于大、中批量连续性封口工作。不适宜在酸.碱度重.湿度高及粉尘多的恶劣环境中(如农药.饮料厂等)长时间使用。本系列机型仅作单机作业,不适宜连接在流水线上使用。
技术参数:
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)