MVBR行星减速机选型手册资料样本下载,MVBR行星减速机型号有MVBR060,MVBR090,MVBR120,MVBR140行星减速机,其中包含行星减速器安装尺寸图纸,减速比,以及减速箱规格,搭配电机功率等。
MVBR行星减速机是一种采用模块化设计,结合行星齿轮传动与摆线针轮传动技术的精密减速机。它广泛应用于自动化生产线、物流设备、机器人等领域,以其高效、稳定、精准的传动性能赢得了市场的认可。
MVBR行星减速机的工艺技术特点主要体现在以下几个方面:
1.模块化设计:MVBR行星减速机采用模块化设计,用户可以根据实际需要选择合适的减速比、输出扭矩等参数,既满足了多样化的市场需求,也降低了用户的采购成本。
2.行星齿轮传动:行星齿轮减速机传动是MVBR行星减速机的核心部分,具有传动效率高、噪音低、承载能力强等特点。行星轮与太阳轮、内齿轮的啮合,实现了高精度的传动。
3.高强度材料:MVBR行星减速机的主要零件采用高强度材料制造,保证了减速机的耐磨性、抗疲劳性和抗冲击性。
4.精密加工:MVBR行星减速机的齿轮和针轮采用精密加工技术,确保了啮合精度,提高了传动效率和可靠性。
5.良好的散热性能:MVBR行星减速机采用优化的结构设计,使散热性能得到显著提升,保证了减速机在高温环境下仍能稳定运行。
6.维护方便:MVBR行星减速机结构简单,维护方便,用户可以轻松地进行日常保养和故障排除。
总之,MVBR行星减速机凭借其独特的工艺技术特点,成为了自动化生产线、物流设备等领域理想的传动解决方案。随着科技的不断发展,MVBR行星减速机将继续优化升级,为用户提供更加优质的产品和服务。如需更多信息和样本资料,您可以联系右边的客服下载样本。
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)
MVBR行星减速机是一种采用模块化设计,结合行星齿轮传动与摆线针轮传动技术的精密减速机。它广泛应用于自动化生产线、物流设备、机器人等领域,以其高效、稳定、精准的传动性能赢得了市场的认可。
MVBR行星减速机的工艺技术特点主要体现在以下几个方面:
1.模块化设计:MVBR行星减速机采用模块化设计,用户可以根据实际需要选择合适的减速比、输出扭矩等参数,既满足了多样化的市场需求,也降低了用户的采购成本。
2.行星齿轮传动:行星齿轮减速机传动是MVBR行星减速机的核心部分,具有传动效率高、噪音低、承载能力强等特点。行星轮与太阳轮、内齿轮的啮合,实现了高精度的传动。
3.高强度材料:MVBR行星减速机的主要零件采用高强度材料制造,保证了减速机的耐磨性、抗疲劳性和抗冲击性。
4.精密加工:MVBR行星减速机的齿轮和针轮采用精密加工技术,确保了啮合精度,提高了传动效率和可靠性。
5.良好的散热性能:MVBR行星减速机采用优化的结构设计,使散热性能得到显著提升,保证了减速机在高温环境下仍能稳定运行。
6.维护方便:MVBR行星减速机结构简单,维护方便,用户可以轻松地进行日常保养和故障排除。
总之,MVBR行星减速机凭借其独特的工艺技术特点,成为了自动化生产线、物流设备等领域理想的传动解决方案。随着科技的不断发展,MVBR行星减速机将继续优化升级,为用户提供更加优质的产品和服务。如需更多信息和样本资料,您可以联系右边的客服下载样本。