不规则巷道断面风速分布规律数值模拟
Numerical Simulation of Wind Velocity Distribution in Irregular Roadway
DOI: 10.12677/me.2026.141012, PDF,   
作者: 时创新, 胡 敏, 王 康, 朱传纪, 夏洪涛, 张永利:淮南矿业(集团)有限责任公司潘集第三煤矿,安徽 淮南;黄鑫胜:安徽理工大学安全科学与工程学院,安徽 淮南
关键词: 风速分布数值模拟Fluent软件矿井通风对数拟合Wind Speed Distribution Numerical Simulation Fluent Software Mine Ventilation Logarithmic Fitting
摘要: 为明确不规则巷道断面的风速分布规律,支撑井下通风系统优化与安全监测,本研究采用数值模拟方法(借助Fluent软件),构建含半圆凸体的模型模拟巷道壁面不规则性,分析半圆拱规则/不规则断面在不同条件下的风速分布特征。结果显示:规则断面巷道的风速与壁面距离符合对数函数关系(相关系数R2为0.9681~0.9762),其平均风速点距巷帮/顶底板的距离为巷道宽度/高度的0.11倍;不规则断面的风速分布趋势与规则断面一致,拟合相关系数R2达0.9892~0.9962,平均风速点距壁面的距离为巷道宽度/高度的0.1倍。本研究明确了不同断面巷道的平均风速点分布规律,为井下风速传感器布置及测风作业提供了理论依据,对提升矿井通风安全管理水平具有支撑作用。
Abstract: In order to clarify the wind speed distribution law of irregular roadway section and support the optimization and safety monitoring of underground ventilation system, this study used numerical simulation method (with the help of Fluent software) to construct a model with semi-circular asperity to simulate the irregularity of roadway wall, and analyzed the wind speed distribution characteristics of regular/irregular sections such as semi-circular arch and trapezoid under different conditions. The results show that the relationship between the wind speed and the wall distance of the regular section roadway conforms to the logarithmic function (the correlation coefficient R2 is 0.9681~0.9762), and the distance between the average wind speed point and the roadway side/roof and floor is 0.11 times the width/height of the roadway. The wind speed distribution trend of the irregular section is consistent with that of the regular section, and the fitting correlation coefficient R2 is 0.9892~0.9962. The distance between the average wind speed point and the wall surface is 0.1 times the width/height of the roadway. This study clarifies the distribution law of average wind speed points in different cross-section roadways, provides a theoretical basis for the arrangement of underground wind speed sensors and wind measurement operations, and plays a supporting role in improving the safety management level of mine ventilation.
文章引用:时创新, 胡敏, 王康, 朱传纪, 夏洪涛, 张永利, 黄鑫胜. 不规则巷道断面风速分布规律数值模拟[J]. 矿山工程, 2026, 14(1): 116-124. https://doi.org/10.12677/me.2026.141012

参考文献

[1] Zhou, L., Goodman, G. and Martikainen, A. (2013) Computational Fluid Dynamics (CFD) Investigation of Impacts of an Obstruction on Airflow in Underground Mines. Transactions of Society for Mining Metallurgy and Exploration Inc, 332, 505-513.
[2] Wróblewski, A., Macek, A., Banasiewicz, A., et al. (2023) CFD Analysis of the Forced Airflow and Temperature Distribution in the Air-Conditioned Operator’s Cabin of the Stationary Rock Breaker in Underground Mine under Increasing Heat Flux. Energies, 16, Article 3814. [Google Scholar] [CrossRef
[3] Rajak, M.K. and Dey, K. (2019) Optimization of Parameters to Improve Ventilationin Underground Mine Working Using CFD. International Journal of Recent Technology and Engineering (IJRTE), 8, 12436-12441.
[4] 高建良, 张生华. 压入式局部通风工作面风流分布数值模拟研究[J]. 中国安全科学学报, 2004(1): 96-99, 1.
[5] 王翰锋. 基于Fluent巷道断面平均风速点定位监测模拟研究[J]. 煤炭科学技术, 2015, 43(8): 92-96.
[6] 张浪. 巷道测风站风速传感器平均风速测定位置优化研究[J]. 煤炭科学技术, 2018, 46(3): 96-102.
[7] 杜斌, 朱蕾. 大断面巷道风量精准测量数值模拟研究[J]. 煤矿安全, 2022, 53(1): 186-190.
[8] 鹿广利, 周浩, 梁秀峰, 等. 复杂流场下平均风速变化规律研究[J]. 矿业研究与开发, 2021, 41(8): 144-148.
[9] 鹿广利, 武赞龙, 赵剑锋. 不同拐弯角度下巷道内风流变化规律的数值模拟[J]. 矿业研究与开发, 2019, 39(12): 116-121.
[10] 贾剑. 对矿井风速监测的模拟分析[J]. 煤, 2011, 20(12): 73-74.
[11] 李曼, 霍曼. 矿井通风风量测量及误差补偿的仿真研究[J]. 中国安全科学学报, 2018, 28(5): 153-158.
[12] 周西华, 孟乐, 李诚玉, 等. 圆形管道风速测定与校正方法实验[J]. 辽宁工程技术大学学报(自然科学版), 2012, 31(6): 801-804.
[13] Hua, H.J., Yang, Z., Tan, Z., et al. (2021) Multi-Factor Influence of Cross-Sectional Airflow Distribution in Roadway with Rough Roof. Journal of Central South University, 28, 2067-2078.
[14] 霍曼. 大断面拱形巷道风量测量及补偿方法的研究[D]: [硕士学位论文]. 西安: 西安科技大学, 2018.
[15] 郝元伟, 陈开岩, 蒋中承, 等. 基于CFD模拟的巷道风速监测值修正处理[J]. 煤矿安全, 2011, 42(2): 1-3, 7.