茅三皮 发表于 2021-1-24 12:23:03

化学反应模型Third-body系数定义

小白最近在做一个化学反应的模型,在论文中找出了化学反应的所需的化学计量数,反应指数,活化能,温度指数,指前因子。但是论文出现了一个第三方体积力的表达式子,看了一下fluent手册,里面只有浓度的一次方求和。实际的表达式较为复杂,请问我可以用udf编译这个Third-Body efficiency吗?data:image/png;base64,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
其中论文中G1对应手册中的data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACkAAAAyCAYAAADBcfKuAAAA/UlEQVRoBe2XzQ2EIBBGbYNKqIASaIASLIouuFuON45sZhPMxBVhHVE3+5mQEH7i4+mM45AOXjHGNM/zJW04yJgAuXpCMHnWOwuTMNmSlpCCkIJWBhA4fxE44zgmpdRXzVpbrKi6fXG89wukMSaFED6ac25ZcwskBU22uQeQQffWdDPZCjlN0/swj4akw2it0+Mha/n09sddA6R5QLZEN0y21JMweVaBAZMweaB6RzLPgUP1ZEvSLq3pZpIXvQRLJVkJojbeBbL0+0DjNaCt+S6QWzeSjAFSYo/vhUluQ9KHSYk9vhcmuQ1JHyYl9vhemOQ2JH2YlNjje3/C5AvWeDZ59+JjywAAAABJRU5ErkJggg==,Ka1,Ka2,Ka3,Ka4代表data:image/png;base64,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,data:image/png;base64,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代表物质的浓度

data:image/png;base64,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
里面的Third-Body efficiency里面系数就对应着data:image/png;base64,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,fluent的手册里面就只有浓度一次项的求和,这种二次项用udf怎么编辑或者说udf手册哪个部分可以对这个地方进行修改。大佬们指点一下谢谢


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查看完整版本: 化学反应模型Third-body系数定义