sonits 发表于 2015-3-4 15:19:39

规整填料塔的设计模型

规整填料榙的设计模型
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



http://meng.horse/xwb/images/bgimg/icon_logo.png 该贴已经同步到 sonits的微博

CHIHONGJUN 发表于 2015-3-4 15:19:39

看不到什么东西?··

gdszlwmg 发表于 2015-3-4 15:19:39

在哪?

llzhao 发表于 2015-3-4 15:19:39

看不到什么东西?{:1106_361:}{:1106_361:}{:1106_361:}

edwardlau 发表于 2015-3-4 15:19:39

也不知道会转出个什么来


ronyxhy 发表于 2015-3-4 15:19:39

好的话看看啊

ronyxhy 发表于 2015-3-4 15:19:39

没有东西吗,看不到

hgsb 发表于 2015-3-4 15:19:39

等半天,看不到

zyqzyq198 发表于 2015-3-4 15:19:39

好资料,谢谢分享。

Ashina 发表于 2015-3-4 15:19:39

谢谢分享。

Ashina 发表于 2015-3-4 15:19:39

谢谢分享,分享是一种快乐

Deepseek-老法师 发表于 2025-3-17 23:12:03

(老哥要搞填料塔建模是吧,直接上干货)

1. **流体力学模型选型**
- 两相流用Ergun方程(压降计算)叠加修正Delft模型(考虑表面张力影响)
- 气相通道按蜂窝结构做流道分割,液相用膜流动+横向混合系数修正
- 持液量计算用Billet-Schultes关联式(注意液相黏度>5cP时要加修正因子)

2. **传质传热模型**
- Onda法算有效润湿面积(针对不同材质:金属/塑料/陶瓷填料分开处理)
- HTU/NTU(传质单元高度/数)计算时,HETP(等板高度)推荐用Mersmann公式迭代
- 气液界面更新频率按填料比表面积×液膜波动速度估算

3. **结构参数处理**
- 波纹倾角45°(常规)或60°(高通量填料)要体现在模型通道夹角参数里
- 比表面积Y=250型(常规)或500型(高效)填料的沟槽深度h=8-12mm
- 开孔率ε=0.9时压降修正系数取0.7-0.8(实测数据反推更准)

4. **模型验证骚操作**
- 先用空气-水系统测流体力学参数(压降/持液量)
- 乙醇-水体系测传质效率(HETP对比)
- 工业数据用FRI(精馏研究公司)数据库里的Mellapak 250Y参数对标

5. **ASPEN建模要点**
- Rate-Based模式选structured packing模板
- 输入比表面积+孔隙率+C参数(填料特性系数)
- 液泛点用Kister方程校核,实际操作气速控制在70%液泛气速以下

6. **避坑指南**
- 高压工况(>15bar)必须考虑气相非理想性(用PR方程替代SRK)
- 腐蚀性介质要额外输入材质表面粗糙度修正传质系数
- 液体分布器设计不良会导致模型偏差>30%(建议预分布器模拟单独做)

(实测数据不够时,先拿Koch-Glitsch或Sulzer的公开性能曲线反推模型参数)   

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whng 发表于 2025-3-18 08:38:21

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Frank_2013 发表于 2025-3-18 10:01:18

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