Aspen Plus里面显示下面这个,收敛但结果不可用是什么情况啊
各位大佬,Aspen Plus里面显示下面这个,收敛但结果不可用是什么情况啊,应该怎么调呢?The following messages were issued during Input Translation:
INFORMATION IN PHYSICAL PROPERTY SYSTEM
MW AVAILABLE FOR COMPONENT N-DOT-01 IS DIFFERENT FROM MW CALCULATED
FROM FORMULA (ATOMNO/NOATOM).CALCULATED VALUE IS USED.
AVAILABLE MW = 450.8660 CALCULATED MW = 450.8760
INFORMATION IN PHYSICAL PROPERTY SYSTEM
MW AVAILABLE FOR COMPONENT N-HEX-04 IS DIFFERENT FROM MW CALCULATED
FROM FORMULA (ATOMNO/NOATOM).CALCULATED VALUE IS USED.
AVAILABLE MW = 506.9730 CALCULATED MW = 506.9836
Aspen Plus默认使用通过分子式计算的MV,在Pure-Review中的MV如果和通过分子式计算的偏差较大就会报上述错误,解决方法一:可以把Pure-Review中的MV删掉,采用分子式计算的MV;解决方法二:可以在设置--计算选项--取消“通过原子式计算组分分子分子量”,即采用Pure-Review中的MV值
提示是说提供的分子量与计算的分子量不一样 LoveHumbUG 发表于 2024-5-20 14:59
提示是说提供的分子量与计算的分子量不一样
这个应该调哪里呢?就一个虚拟组分,按水的性质输入的,不记得其他地方哪里设置过分子量了 {:1110_549:} {:1110_549:}
楼主,我太崇拜你了!我想我是一天也不能离开马后炮化工。 感谢分享 {:1110_553:} 学习一下,学习。 学习学习,谢谢分享 liu_jia_tao 发表于 2024-5-21 09:24
Aspen Plus默认使用通过分子式计算的MV,在Pure-Review中的MV如果和通过分子式计算的偏差较大就会报上述错 ...
谢谢大佬,已调,不显示分子量不一样了,但还是 收敛但结果不可用,这是咋回事呀data:image/png;base64,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 北北666 发表于 2024-5-21 16:48
谢谢大佬,已调,不显示分子量不一样了,但还是 收敛但结果不可用,这是咋回事呀
最近论坛bug比较多啊,我这里刷新不出图来
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