增压回路的几个疑问
以下回路为增压缸构成的增压回路,请教一下下面几个问题:1、在换向阀不得电(阀左位工作时),增压缸1内部的柱塞是保持静止还是往左侧移动?
2、在换向阀不得电(阀左位工作时),工作缸2是否工作(是否有油液进入无杆腔内)?
3、在换向阀得电(阀右位工作时),此时增压缸1内部三个腔的压力大小怎么排序?增压缸内的柱塞移动方向如何?
4、整个系统是怎么实现液压缸2获得比泵输出更高的液压油压力的?
求大神指点,不甚感谢!
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
图呢? 无图无真相。。。。。。。。。 大哥,在这干说啊?!图! 无图怎么说呢。。。。。。。。。。
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