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基于數碼電子雷管的巖巷中深孔–孔內分段爆破破巖機制及應用

王國豪 王雁冰 謝平 張英豪 葉建軍 遲磊

王國豪, 王雁冰, 謝平, 張英豪, 葉建軍, 遲磊. 基于數碼電子雷管的巖巷中深孔–孔內分段爆破破巖機制及應用[J]. 工程科學學報. doi: 10.13374/j.issn2095-9389.2022.09.20.008
引用本文: 王國豪, 王雁冰, 謝平, 張英豪, 葉建軍, 遲磊. 基于數碼電子雷管的巖巷中深孔–孔內分段爆破破巖機制及應用[J]. 工程科學學報. doi: 10.13374/j.issn2095-9389.2022.09.20.008
WANG Guohao, WANG Yanbing, XIE Ping, ZHANG Yinghao, YE Jianjun, CHI Lei. Rock breaking mechanism and the application of medium-deep hole–in-hole segmented blasting in rock roadway using digital electronic detonators[J]. Chinese Journal of Engineering. doi: 10.13374/j.issn2095-9389.2022.09.20.008
Citation: WANG Guohao, WANG Yanbing, XIE Ping, ZHANG Yinghao, YE Jianjun, CHI Lei. Rock breaking mechanism and the application of medium-deep hole–in-hole segmented blasting in rock roadway using digital electronic detonators[J]. Chinese Journal of Engineering. doi: 10.13374/j.issn2095-9389.2022.09.20.008

基于數碼電子雷管的巖巷中深孔–孔內分段爆破破巖機制及應用

doi: 10.13374/j.issn2095-9389.2022.09.20.008
基金項目: 請作者補充省部級以上基金項目
詳細信息
    通訊作者:

    E-mail: ceowyb818@163.com

  • 中圖分類號: TD235.3

Rock breaking mechanism and the application of medium-deep hole–in-hole segmented blasting in rock roadway using digital electronic detonators

More Information
  • 摘要: 巖巷掘進中“速度的關鍵在掏槽”,針對目前掏槽爆破中破碎巖石難以拋擲、單循環進尺小、大塊率高等問題,提出了中深孔–孔內分段爆破技術. 采用數學建模,推導了中深孔–孔內分段爆破巖石拋擲所受的動、阻力公式;利用LS-DYNA進行數值模擬,分析了中深孔–孔內分段爆破應力波的傳播規律,并比較了不同分段比例下有效應力變化情況;將中深孔–孔內分段爆破應用于現場,對比了單循環進尺、炮孔利用率、孔痕率及大塊率等爆破效果指標. 結果表明,中深孔–孔內分段爆破巖石拋擲所受的阻力比普通楔形掏槽爆破的阻力小,動力作用時間短,能量損失少,更易爆破成腔. 提出了能夠使破碎巖石完全拋擲出腔的措施,并初步確定孔內分段的最優比例為0.6. 中深孔–孔內分段爆破增加了單循環進尺,提高了工作效率,具有良好的經濟社會效益.

     

  • 圖  1  中深孔–孔內分段爆破位置及爆破順序

    Figure  1.  Position and sequence of the medium deep hole-in-hole segmented blasting

    圖  2  斷面中心區域炮孔布置及孔內分段情況

    Figure  2.  Layout of the holes in the central area of the section and the explosive segmentation in the holes

    圖  3  中深孔–孔內分段爆破斷面中心區域槽腔模型

    Figure  3.  Cavity model of the central area in which medium deep hole-in-hole segmented blasting is performed

    圖  4  掏槽槽腔受力情況

    Figure  4.  Stress distribution inside the cavity

    圖  5  爆力分解. (a) FB和自由面成90°–α角; (b) FB和自由面平行

    Figure  5.  Components of the explosive force : (a) FB and free surface form a 90°–α angle; (b) FB is parallel to the free plane

    圖  6  分解后爆力的數值變化

    Figure  6.  Variation in the magnitude of the explosive force after decomposition

    圖  7  楔形掏槽爆破炮孔布置及測點位置

    Figure  7.  Layout of the wedge cut blasting hole and the positions of the measurement points

    圖  8  楔形掏槽爆破應力波強度變化特征(單位:1010 Pa). (a) 99 μs; (b) 599 μs; (c) 999 μs

    Figure  8.  Variation characteristics of the stress wave intensity during wedge cut blasting (unit: 1010 Pa): (a) 99 μs; (b) 599 μs; (c) 999 μs

    圖  9  中深孔–孔內分段爆破應力波強度變化特征(單位:1010 Pa). (a) 20 μs; (b) 99 μs; (c) 299 μs; (d) 599 μs; (e) 799 μs; (f) 999 μs

    Figure  9.  Variation characteristics of the stress wave intensity during medium deep hole-in-hole segmented blasting (Unit: 1010 Pa): (a) 20 μs; (b) 99 μs; (c) 299 μs; (d) 599 μs; (e) 799 μs; (f) 999 μs

    圖  10  兩種爆破方式下孔底有效應力變化曲線. (a)普通楔形掏槽; (b)中深孔–孔內分段

    Figure  10.  Effective stress variation at the bottom of the hole for two blasting methods : (a) ordinary wedge cut; (b) medium-deep hole–in-hole segmented

    圖  11  兩種爆破方式下孔底有效應力強度峰值對比

    Figure  11.  Comparison of the effective stress intensity peaks at the bottom of the hole for the two blasting methods

    圖  12  不同分段比例下中深孔–孔內分段爆破有效應力變化曲線. (a) 0.4; (b) 0.5; (c) 0.7

    Figure  12.  Effective stress variation during medium deep hole-in-hole segmented blasting under different segmentation ratios: (a) 0.4; (b) 0.5; (c) 0.7

    圖  13  不同分段比例下中深孔–孔內分段爆破有效應力強度峰值對比

    Figure  13.  Comparison of the effective stress intensity peaks during medium deep hole-in-hole segmented blasting under different segmentation ratios

    圖  14  原始爆破方案爆破效果. (a)爆后斷面; (b)大塊矸石

    Figure  14.  Effects of the original blasting scheme: (a) post-explosion section; (b) large gangue

    圖  15  中深孔–孔內分段爆破圖表(方案4)

    Figure  15.  Medium deep hole-in-hole segmented blasting (Scheme 4)

    表  1  爆破所用炸藥參數

    Table  1.   Explosion parameters

    Density/(g·cm?3) Detonation velocity/(m·s?1) Detonation pressure/GPa JWL state equation parameters
    A/GPa B/GPa G1 G2 E0/GPa
    1.6 3800 2.55 214.4 0.185 4.15 0.95 4.19
    下載: 導出CSV

    表  2  巖石模型部分力學參數

    Table  2.   Mechanical parameters of the rock model

    Density/(g·cm?3)Elastic modulus/GPaDynamic compressive strength/MPaDynamic tensile strength/MPaPoisson ratio
    2.1638.512816.30.27
    下載: 導出CSV

    表  3  炮泥模型部分力學參數

    Table  3.   Mechanical parameters of the gun-clay model

    Density/(g·cm?3)Shear modulus/MPaCohesion/MPaAngle of internal friction/(°)Poisson ratio
    1.35300.290.620.29
    下載: 導出CSV

    表  4  4種新方案的部分主要參數

    Table  4.   Key parameters of the four new schemes

    Scheme (Cut hole length/depth)/(mm/mm) Other hole depth/mm Angle between cutting slot
    and free surface/(°)
    Total number of holes Total explosive used/kg Explosive specific consumption/(kg·m?3)
    New scheme 1 2350/2300 2150 80 110 97.4 2.21
    New scheme 2 2500/2450 2250 80 119 90.2 1.92
    New scheme 3 2600/2550 2250 80 108 97.4 2.10
    New scheme 4 3000/2950 2600 79 126 144.2 2.39
    下載: 導出CSV

    表  5  原方案和新方案爆破效果對比

    Table  5.   Comparison of the blasting effects of the original and new schemes

    SchemeSingle loop footage/mHole utilization/%Hole mark ratio/%Bulk ratio/%
    Original scheme1.583.384.19.7
    New scheme 12.09390.92.1
    New scheme 22.1394.790.12.0
    New scheme 32.1093.395.41.7
    New scheme 42.4594.294.81.7
    下載: 導出CSV

    表  6  新方案現場爆破情況

    Table  6.   Field blasting of the new schemes

    Half-hole marks Explosive reactor Section forming
    New scheme 1
    New scheme 2
    New scheme 3
    New scheme 4
    下載: 導出CSV
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