Research Paper
Evaluation of twin tunnel-induced surface ground deformation by empirical and numerical analyses (NATM part of Eurasia tunnel, Turkey)

https://doi.org/10.1016/j.compgeo.2019.103367Get rights and content

Abstract

Pre-support systems are very important for inner-city shallow tunnels in order to minimize twin tunnel-induced surface deformations. However, previous studies concerning the assessment of the magnitude of surface displacements caused by twin tunneling have not considered the effects of a pre-support system and stress release by deformation. The aim of this study is to introduce a procedure for obtaining modification factor including the effects of a pre-support system and the rock mass quality that can be used as a reduction ratio in the prediction methods used for twin tunnel-induced surface settlement. The data comes from Asian side of the Eurasia Tunnel excavated by the New Austrian Tunneling Method and supported by the forepoling and umbrella arch method. In this study, numerical analyses were performed on 12 cross-section lines along the tunnel route to update the geological profile, in which a parametric study with variable distance between pipes in the pre-support systems was conducted, and a statistical formula that presents the decreasing effect of pre-support system on maximum surface settlement was obtained. It is concluded that twin tunnel-induced surface settlement mainly depends on deformation modulus of the geo-materials around the tunnel. A new formula predicting twin tunnel-induced ground deformation is proposed as a modification factor of Herzog’s equation.

Introduction

Inner city traffic load augmented due to population increase causes significant transportation problems. This necessitates the construction of subway transportation systems, such as metro tunnels. Even though they have many advantages, tunnel construction particularly through weak materials may bring about undesired effects on existing structures due to ground deformation. Therefore, safe tunnel design and construction require stability, surface deformation, and effective supports; thus, the assessment of ground settlements and their effects on structures above the tunnel is essential for tunnel projects [1]. The surface settlement trough is the manifestation of the movements around the tunnel cavity. Such deformations may be controlled by means of extra lining systems, such as jet grouted columns, ground freezing, and pipe jacking [2], [3], [4]. Pre-support, pre-confinement, auxiliary methods, and pre-improvement [5], [6], [7] are extra means of primary pre-support used in tunneling when the support of the tunnel face is required [8]. Pre-support techniques for underground excavation can be divided into two fundamental aspects: (i) support employed in the surrounding area of the crown above the face and (ii) face support [9]. Pre-support techniques are very important for inner-city shallow tunnels especially while applying New Austrian Tunneling Method (NATM), which allows for some deformation to relieve the stress. Previous studies [10], [11], [12] concerning the assessment of the magnitude of maximum surface displacements caused by NATM-twin tunneling do not include the decreasing effect of the pre-support. Moreover, established empirical equations were mostly obtained by using data from tunnels passing through clayey soil.

The Asian part of the Eurasia tunnel has been excavated using NATM and supported by the forepoling and umbrella arch methods; nevertheless, surface deformations occurred as a result of the tunneling. The use of Herzog’s equation yielded higher maximum ground settlements than those measured in the field. The current study contains the comparison of numerical, empirical and direct measurements of surface settlement due to tunneling and proposes a modification factor for Herzog’s equation by considering the effect of the pre-support and distance between pipes in the pre-support systems.

In order achieve this, surface deformations at several points were measured; then, various boreholes were drilled. Several standard penetration and a few pressuremeter tests were conducted within the boreholes. Laboratory testing was performed on disturbed and undisturbed samples to obtain the geotechnical parameters of the units. Afterwards, finite element analysis (FEA) program Phase2 with the Mohr-Coulomb elastoplastic material model was used to model the rock mass behavior. An axisymmetric FEA with the plane-strain model was performed in this study. Tunneling was modelled by removing the elements inside the tunnel boundary. The construction sequence (top heading, bench and invert face excavation) was applied in the plane-strain analysis. Twelve cross-section lines were selected along the tunnel alignment to perform the numerical analysis to provide a sufficient number of field measurement points (at least five points), representing each of the twin tunnels at the location where the distance between the tunnels was within the range of active tunnel interaction and avoiding the existing pocket tunnel. Then, FEA was performed along these sections and results were obtained where there was a consistency with the field measurement data. The next step was to conduct numerical parameter study in which the distance between pipes in the pre-support systems was used as a variable. This was performed to ascertain the relation between the percent decrease in the maximum surface settlement and distance between the pipes in the forepole and umbrella arch systems. This correlation was then tested to determine whether it was statistically significant. Finally, this relation was accepted as modification factor (i.e., reduction ratio) in terms of pre-support effects to modify an existing prediction equation of the twin tunnel-induced surface settlements.

Section snippets

Site characteristics and geological setting

The Eurasia Tunnel Project is located between Kazlıçeşme and Göztepe along a 14.6 km route including a total 5.4 km twin-tunnel that crosses the Bosphorus beneath the seabed, which aimed to alleviate Istanbul’s transcontinental traffic load. The project also provided for the enhancement and broadening of current roads that lead to the tunnel on both sides of the Bosphorus strait for 9.2 km in total. This study focuses on the data referring to the Asia NATM tunnels that join the Asia Transition

Geotechnical assessment of the study area

Geotechnical parameters are normally obtained from laboratory and field tests. In this study, a total of eight boreholes (Fig. 1) totaling 415.80 m in depth were drilled. Since the internal friction angle of the granular soils is very difficult to determine under field loading, when drained triaxial compression test results on reconstituted coarse-grained soils or on undisturbed fine-grained soils were available, their mean values were used. If no such tests were available, the values

Numerical modeling of NATM part of the Eurasia tunnel

Today, with the rapid increase in the development of computational tools and capability of solving the complicated issues, the finite element method (FEMs) is widely used, which allows for several restrictions of the analytical and empirical methods being eliminated. In addition to the geomechanical properties of the material, depth, stress-strain condition, and geometry of the tunnel structure can have an influence on ground deformation depending on the excavation procedure. FEM considers this

Empirical methods

The form of the surface trough above an underground tunnel construction was initially analyzed by Martos [46], Peck [47], Attewell and Yeates [48]. They indicated that ground settlement could corresponded to a Gaussian or normal distribution curve. Peck [47] proposed a shape that resembled a transverse trough and appeared above single tunnels for ground movements, and this has been confirmed by many site investigations and centrifuge tests (Fig. 12).

A semi-empirical approach has been adopted

Prediction methods for twin tunnel-induced surface settlement

The superposition method is defined as a way of estimating subsidence above any twin tunnel structure. A surface settlement prediction is produced using one of the methods used for single tunnel-induced settlement. Assuming that the second tunnel is of similar size and depth, then a similar settlement trough is placed over the centerline of the second opening disregarding any effects of the lead tunnel. O’Reilly and New [53] provided a formula for twin tunnels by superposition (Eq. (4));Sv=Smaxe

Modification of the Herzog equation

The pre-support effect is not considered in all formulas given in the literature; however, the results of the Herzog equation were far from the field measurement data due to the original Herzog model not considering the pre-support that relieves ground deformation. Therefore, the field measurements from the twin NATM tunnel part of the Eurasia tunnel with forepoling pre-support were utilized and assessed statistically with respect to the center-to-center distance between the pipes in the

Discussion and conclusion

Twin tunnel-induced surface settlement is mainly controlled by geomechanical factors (deformation modulus representing rock mass quality, Poisson’s ratio) and engineering factors (tunnel depth, tunnel diameter and distance between tunnels). Hence, the determination of rock mass parameters is a vital step to be undertaken during the numerical analysis of the tunnel structure.

The Trakya formation and volcanic rocks were observed at the investigation site. Borehole logs and descriptions, core

Declaration of Competing Interest

The authors declare that they have no known competing financial interests or personal relationships that could have appeared to influence the work reported in this paper.

Acknowledgements

The authors gratefully acknowledge Yapı Merkezi Holding for permitting the tunnel data to be published. The authors thank the anonymous reviewers for their highly valuable and constructive comments on the manuscript.

References (64)

  • J. Oke et al.

    Numerical analyses in the design of umbrella arch systems

    J Rock Mech Geotech Eng

    (2014)
  • D.N. Chapman et al.

    The use of model tests to investigate the ground displacements associated with multiple tunnel construction in soil

    Tunn Undergr Space Technol

    (2006)
  • R. Das et al.

    Numerical analysis of surface subsidence in asymmetric parallel highway tunnels

    J Rock Mech Geotech Eng

    (2017)
  • R.J. Mair et al.

    Geotechnical aspect of design criteria for bored tunneling in soft ground

    (1996)
  • G.M. Volkmann et al.

    Geotechnical model for pipe roof supports in tunneling

  • P. Croce et al.

    Jet-grouting performance in tunnelling. Geo-Support

    (2004)
  • R. Basirat et al.

    Forepoling design in weak medium based on the convergence confinement method

    Int Conf Civil Eng

    (2016)
  • J. Oke et al.

    Umbrella arch nomenclature and selection methodology for temporary support systems for the design and construction of tunnels

    Geotech Geol Eng

    (2014)
  • M. Kumar et al.

    Classification and selection methodology for temporary support systems for underground structure

    Conf: Recent Adv Rock Eng

    (2016)
  • H. Denek

    The Comparison of New Austrian Tunneling Method (NATM) and Umbrella Arch Method (UAM) applied in Istanbul Metro Tunnels According to the results of deformation measurements

    (2003)
  • S. Moorak et al.

    Ground–liner interaction in rock tunneling

    Tunn Undergr Space Tech

    (2007)
  • Rocscience

    Phase2 Program

    (2012)
  • S.O. Eroskay

    Greywackes of Istanbul region, proceedings of international symposium on design of supports to deep excavations

    (1985)
  • E. Hoek et al.

    Support of Underground Excavations in Hard Rock

    (1995)
  • K. Terzaghi
  • H. Lauffer

    Gebirgsklassifizierung für den Stollenbau

    Geol Bauwesen

    (1958)
  • D.U. Deere

    Technical description of rock cores for engineering purposes

    Rock Mech Eng Geol

    (1964)
  • G.E. Wickham et al.

    Ground Support Prediction Model (RSR Concept)

  • Z.T. Bieniawski

    Engineering Classification on jointed rock masses

    Trans South African Inst Civil Eng

    (1973)
  • N. Barton et al.

    Engineering classification of masses for the design of tunnel support

    Rock Mech

    (1974)
  • E. Hoek et al.

    Hoek-Brown failure criterion

  • E. Grimstad et al.

    Updating of the Q-system for NMT

    Int. Symposium on Sprayed Concrete - Modern use of wet mix sprayed concrete for underground support, Fagernes. Eds: Kompen, Opsahll and Berg

    (1993)
  • Cited by (33)

    • Characteristics and treatment measures of tunnel collapse in fault fracture zone during rainfall: A case study

      2023, Engineering Failure Analysis
      Citation Excerpt :

      It can truly simulate the nonlinear large deformation characteristics in jointed rock mass. However, most of these studies focus on the mechanism and treatment measures of surrounding rock failure caused by groundwater in fault fracture zone [32–34]. Few researches have focused on the mechanism of tunnel collapse caused by rainfall, especially in the aspect of mechanism analysis combined with the abnormal phenomenon before tunnel collapse.

    • Influence of novel polymer waterproofing membrane on mechanical properties of tunnel lining structure

      2022, Construction and Building Materials
      Citation Excerpt :

      Currently, two forms of waterproofing are commonly used in sprayed concrete lined (SCL) tunnels [4–6]. One is a double shell lining (DSL) structure [7,8] that is waterproofed by laying non-woven fabrics and sheet waterproofing membrane between the primary and secondary linings, which cannot be closely fitted between the primary and secondary linings owing to the barrier effect of the sheet waterproofing membrane. It is also prone to breakage points during construction, resulting in certain defects in its waterproofing performance [9]; To improve the waterproofing capacity of the tunnel, another new type of spray-applied waterproofing technology has been developed rapidly in recent years.

    • A comparative numerical analysis of design variation plans for a shallow tunnel in very soft ground after a sudden accident

      2022, Engineering Failure Analysis
      Citation Excerpt :

      These pre-reinforcement support systems combined with the conventional excavation method, e.g., New Austrian Tunneling Method (NATM) [12–15], are usually resorted to ensure the tunnel safety [11,16–20]. The forms of support systems for shallow tunneling are various, i.e., steel ribs [4,21,22], umbrella arch method [23,24], pipe fore-poling method [25–27]. All these support systems follow the same principle, i.e., enhancing the soil before working face failure.

    • Compensation excavation method control for large deformation disaster of mountain soft rock tunnel

      2022, International Journal of Mining Science and Technology
      Citation Excerpt :

      After much practical and theoretical research in several countries, it was patented and officially named in the 1960 s [11]. Since then, this technique has gained rapid development in many underground projects in Western Europe, Northern Europe, the USA and Japan [12–16], and it has become one of the new technological hallmarks of modern tunneling. The suggested approach NATM was introduced to China in the 1960s and developed rapidly from the late 1970s to the early 1980s, leading to upgrading tunneling technology in China [17–22].

    • The support load analysis of deep-buried composite lining tunnel in rheological rock mass

      2021, Computers and Geotechnics
      Citation Excerpt :

      In recent years, the construction concept based on NATM method has been widely used in mountain tunnels. The basic form is the composite lining composed of primary support and secondary lining (Prazeres et al., 2012; Du et al., 2018; Li et al., 2019; Ağbay and Topal, 2020; Zhou et al., 2019). The evaluation of the durability and failure probability for the primary support are different in different countries.

    View all citing articles on Scopus
    View full text