期刊文献+

两点应变测量法和岩石力—凿深特性的实验研究 被引量:3

Experimental study on method for determination of force-penetration relation from two-point strain measurement
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摘要 岩石的力—凿深特性是冲击钻进波动力学研究的一个重要边界条件和基本参量,利用两点测量法对岩石的动态凿入特性进行实验研究,并考虑了钻头端部变截面和凿入速度对力—凿深特性的影响,运用最小二乘法的曲面拟合,得出了更为精确的凿入系数和粘度系数值,并在实验的基础上综合得到粘弹性类型岩石,即泰山花岗岩力 凿深特性的一般模式. The force-penetration characteristic of rock is substantial boundary condition and basic parameter in dynamics of percussive drilling. The dynamic penetration characteristic of rock is determined in each test by using the two-point strain measurement; and the non-uniform rod with variable characteristic impedance and the penetrating velocity are taken into account. The accurate dynamic penetration coefficient and viscous damping coefficient of rock are evaluated by regression analysis, and the typical model of the force-penetration relation of the viscoelastic rock, Taishan granite, is determined.
出处 《武汉大学学报(工学版)》 CAS CSCD 北大核心 2003年第5期22-25,42,共5页 Engineering Journal of Wuhan University
关键词 两点应变测量法 岩石的力-凿深特性 凿入系数 粘度系数 method form two-point strain measurement force-penetration characteristic of rock dynamic penetration coefficient viscous damping coefficient
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参考文献6

  • 1速水博秀 高岗三郎.三g藏夫打击せにすけゐ岩石のかたそさ粘の测定に关す研究[J].日本矿业会志,1973,89(1028):639-644.
  • 2姜清辉,赵统武,刘清泉.两点应变测量法测试冲击力[J].山东科技大学学报(自然科学版),2000,19(2):29-32. 被引量:3
  • 3Lundberg B, Henchoz A. Analysis of elastic waves from two-point strain measurement[J]. Experimental Mechanics, 1977, 17(6): 213-218.
  • 4Lagerkvist L, Sundin K G. Experimental determination of mechanical impedance through strain measurement on a conical rod[J]. Journal of Sound and Vibration, 1982, 85(4): 473-481.
  • 5Karlsson L G, Lundberg B, Sundin K G. Experimental study of a percussive process for rock fragmentation. Int[J]. J. Rock Mch. Min. Sci. & Geomech, 1989, 26(1): 45-50.
  • 6Carlsson J, Sundin K G, Lundberg B. A method for determination of in-hole dynamic force-peretration data from two-point strain measurement on a percussivedrill rod. Int[J]. J. Rock Mech. Min. Sci. & Geomech, 1990, 27(6): 553-558.

二级参考文献6

  • 1B.LundbergandHenchoz.Analysisofelasticwavesfromtwo-pointstrainmeasurement,ExperimentalMechanics,1977.
  • 2Naoto.Newmeasuringmethodofimpactforce,BulletinofJSME.Vol.21,No.157,July,1978.
  • 3L.LagerkvistandK.G.Sundin.Mechanicalimpedancegaugebasedonmeasurementofstrainsonanimpactrod.JournalofSoundandVibration,1983.
  • 4L.G.Karlsson,B.LundbergandK.G.Sundin.ExperimentalStudyofapercussiveprocessforrockfragmentation.Int.J.RockMech,Min.Sci&Geomech,1989.
  • 5J.Carlsson,K.G.SundinandB.Lundberg.Technicalnoteamethodfordeterminationofin-holedynamicforce-penetrationdatafromtwo-pointstrainmeasurementonapercussivedrillrod.Int.J.RockMech.Min,Sci&Geomech,1990.
  • 6L.LagerkvistandK.G.Sundin,Experimentaldeterminationofmechanicalimpedancethroughstrainmeasurementonaconicalrod.JournalofSoundandVibration,1982.

共引文献2

同被引文献30

  • 1Lundberg B,Henchoz A.Analysis of elastic waves from twopoint strain measurement[J].Expormental Mechanics,1977,17(6):213-218.
  • 2Carlsson J,Sundin K G,Lundberg B.A method for determination of in-hole dynamic force-penetration data from two-point strain measurement on a percussive drill rod[J].International Journal of Rock Mechanics Mining Science & Geomech,1990,27(6):553-558.
  • 3Park W S,Zhou M.Separation of elastic waves in Split Hopkinson Bars using one-point strain measurements[J].Experimental Mechanics,1999,39 (4):287-294.
  • 4Lundberg B, Henchoz. Analysis of elastic waves from two-point strain measurement[ J]. Expermental Mechanics, 1977,17 (6) :213-218.
  • 5Carlsson J,Sundin K G, Lundberg B. A method for determination of in-hole dynamic force-penetration data from two-point strain meas- urement on a percussive drill rod [ J ]. International Journal of Rock Mechanics and Mining Science & Geomech. Abstracts, 1990, 27 (6) :553-558.
  • 6Park W S, Zhou M. Separation of elastic waves in Split Hopkinson Bars using one-point strain measurements [ J ]. Experimental Me- chanics, 1999,39 ( 4 ) :287 -294.
  • 7He Qie,Wang Ling, Liu Bo. Parameter estimation for chaotic sys- tems by particle swarm optimization[J].Chaos, Solitons & Frac- tals, 2006,34 ( 2 ) : 654-661.
  • 8Storn R,Price K. Different ial evolution:a simple and efiieient heu- ristic for global optimization over continuous spaces [ J ]. Journal of Global Optimization, 1997,11 (4) :341-359.
  • 9Kim H K, Chong J K,Park K Y, et al. Differential evolution strategy for constrained global optimization and application to practical engi- neering problems [ J ]. IEEE Transactions on Magnetics, 2007,43 (4) :1565-1568.
  • 10Price K, Store R, Lampinen J. Differential evolution : a practical ap- proach to global optimization [ M ]. Berlin Heidelberg : Springer, 2005.

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