aspen exchanger design对热虹吸再沸器设计
各位前辈,小弟想问问在aspen exchanger design&rating软件中,核对好了热虹吸再沸器,其中对interval Analysis-shell side中的表格不是很了解,求解释,对于这个图中,有12行,是不是代表这把再沸器分成了12段,每一行代表1/12管长,其中有数据的代表着蒸发段高度,显热段高度为1/12*3000,我的管长为3000mm,是这么回事吗,求解释。data:image/png;base64,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