Removability and Stability Analysis Method of Rock Blocks Considering Discontinuity Persistence in Tunnel Constructions

터널시공에서의 불연속면의 연속성을 고려한 암반블럭의 거동성 및 안정성 해석기법

  • Published : 2003.04.01

Abstract

Previous analytical models for key blocks have been based on the assumption of infinite persistent discontinuities. In this paper, a key block analysis method considering the finite persistence of discontinuities is proposed as a stability evaluation method in tunnel constructions, and then applied to an actual example site. Three-dimensional rock block identification with consideration of the persistence of discontinuities is performed by using discontinuity disk model. The removability and stability analyses of rock blocks formed by the identification method are performed. The identification method can handle convex and concave shape blocks. In order to demonstrate the applicability of this developed numerical method to the stability evaluation in tunnel constructions, the analytical results are examined and compared one another.

블럭이론에서는 불연속면의 유한한 연속성을 무시하여 불연속면이 암반내에서 무한이 연속되어진다고 가정하였다. 본 논문에서는 터널시공의 안정성 평가기법으로 불연속면의 유한한 연속성을 고려한 키블럭 해석기법을 제안하고, 실제의 현장에 적용했다. 불연속면 원반 모델을 이용하여 불연속면의 연속성을 고려한 3차원 암반블럭의 생성을 판정하였다. 이 판정기 법은 블럭의 형상에 관계없이 모든 형상의 블럭이 인식가능하여 복잡한 굴착면의 문제에 적용가능 하다. 판정된 암반블럭에 대해서 거동성 및 안정성을 해석하였다. 실제 건설중에 있는 대단면 터널현장에 적용하여 해석결과를 비교 검토하므로써, 본 논문에서 개발한 수치해석기법의 타당성과 적용성에 대한 검증을 하였다.

Keywords

References

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