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" />
图4 出口压力与机械效率、体积效率的关系曲线

图5 真空度与机械效率、体积效率的关系曲线
3 结论
1) 无论改变泵出口管线结构还是改变泵吸入口管线结构,都会对单螺杆泵的特性产生一定程度的影响。
2) 改变泵排出口阀门开启度,在一定范围内达到改变泵特性参数的目的,而且泵具有较高的工作效率。
3) 改变单螺杆泵吸入口阀门开启度,当吸入口真空度较小时,泵特性参数变化不大,而当吸入口真空度较大时,泵的工作状况急剧恶化。因此,这种方法不宜作为单螺杆泵调整参数的手段。
30
年研发经验
Experience
02
年质量保证
Quality
7000
家成功案例
Case
70
项专利证书
Patent