穆小婧 发表于 2015-7-29 14:27:01

用Aspen模拟甲醇纯物质物性,如何模拟准确

用aspen物性数据回归甲醇的气体比热容、液体比热容、气化潜热和饱和蒸汽压。发现气化潜热和文献数据存在较大偏差。老师说调property methods-NRTL-Routes中HV和HL会影响气化潜热的模拟。想问怎样才能把物质气化潜热模拟准确呢?
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

穆小婧 发表于 2015-7-29 14:27:01

顶起来,麻烦各位帮帮忙

dustudy 发表于 2015-7-29 14:27:01

没看懂,没用过 Date regression,但甲醇物性库里好像有的。要说回归的话,是不是可以这样问下:你用什么数据进行潜热的回归?

bshao_sh 发表于 2015-7-29 14:27:01

V8.8新加的数据库APEOS 比较适用于甲醇合成。

穆小婧 发表于 2015-7-29 14:27:01

dustudy 发表于 2015-7-29 16:56
没看懂,没用过 Date regression,但甲醇物性库里好像有的。要说回归的话,是不是可以这样问下:你用什么数 ...

我查的物性手册上的数据,aspen模拟甲醇的性质不准确。我自己找的文献数据,但是回归的又不好。

穆小婧 发表于 2015-7-29 14:27:01

bshao_sh 发表于 2015-7-29 21:27
V8.8新加的数据库APEOS 比较适用于甲醇合成。

我是要下个新版本还是什么,怎么能用到那个数据库?

tdl522 发表于 2015-7-29 14:27:01

用实测数据回归甲醇的HV值。

bshao_sh 发表于 2015-7-29 14:27:01

穆小婧 发表于 2015-7-30 09:54
我是要下个新版本还是什么,怎么能用到那个数据库?

你可以装个V8.8

bshao_sh 发表于 2015-7-29 14:27:01

穆小婧 发表于 2015-7-30 09:54
我是要下个新版本还是什么,怎么能用到那个数据库?

安装V8.8新版本。

化化化工 发表于 2015-7-29 14:27:01

同求解决方法

小怪八神 发表于 2015-7-29 14:27:01

不知道,等高手回复
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