Overriding plate deformation and variability of fore‐arc deformation during subduction: Insight from geodynamic models and application to the Calabria subduction zone
Abstract:In nature, subducting slabs and overriding plate segments bordering subduction zones are generally embedded within larger plates. Such large plates can impose far‐field boundary conditions that influence the style of subduction and overriding plate deformation. Here we present dynamic laboratory models of progressive subduction in three‐dimensional space, in which the far‐field boundary conditions at the trailing edges of the subducting plate (SP) and overriding plate (OP) are varied. Four configurations are p… Show more
“…The last result regarding the OP deformation concerns the influence of the subduction interface. Our model confirms the short‐range nature of the lubrication forces that develop within the subduction interface, as also reported by Duarte et al () and Chen et al (). In fact, as reported at the end of section 6 varying the thickness of the lubrication layer (i.e., the magnitude of the lubrication forces) influences both the shortening (Figure , right) and the bending of the OP, but only in the forearc region.…”
Section: Discussionsupporting
confidence: 91%
“…A possible mechanical interpretation of this result is that slab rollback induces a toroidal mantle flow that exerts shear stresses on the base of the OP that in turn lead to backarc opening. The rate of extension in the backarc zone depends on whether the OP is free to move or is fixed at its end on the opposite side from the trench (Chen et al, ). Interestingly, backarc extension is also observed in the 2‐D (toroidal flow absent by definition) numerical model of Holt et al () when the OP is positively buoyant.…”
This work uses the boundary element method (BEM) to explore the dynamics of subduction of a dense lithospheric plate (subducting plate, SP) beneath an overriding plate (OP). For simplicity, the model is two dimensional, the plates are purely viscous, and the ambient fluid is infinitely deep. The negative buoyancy of the slab is the only driving force of the system. First, we study the SP kinematics focusing on two characteristic instantaneous velocities: the convergence speed (VConv) of the descending slab and the horizontal plate speed (USP) of the flat portion of the SP. We find that VConv is entirely controlled by the slab's geometry, by the width of the lubrication layer d2 separating the SP and the OP, and by the SP's flexural stiffness St. Turning to USP, we find that this parameter depends not only on d2 and St but also on the lengths LSP and LOP of the two plates. The dependence of USP on LSP is exactly logarithmic, both with and without an OP. Next, we explore the deformation of the OP, which occurs by a combination of extension/compression and bending. The OP deformation is compression dominated close to the trench and bending dominated along the remaining portion of the OP that undergoes significant deformation. For a positively buoyant OP, backarc extension is also observed. Finally, we estimate the subduction interface viscosity ηSI of the central Aleutian subduction zone, running our BEM model with the appropriate geometry according to Lallemand et al. (2015, https://doi.org/10.1029/2005GC000917). We find ηSI = (0.96–1.72) ×1020 Pa s.
“…The last result regarding the OP deformation concerns the influence of the subduction interface. Our model confirms the short‐range nature of the lubrication forces that develop within the subduction interface, as also reported by Duarte et al () and Chen et al (). In fact, as reported at the end of section 6 varying the thickness of the lubrication layer (i.e., the magnitude of the lubrication forces) influences both the shortening (Figure , right) and the bending of the OP, but only in the forearc region.…”
Section: Discussionsupporting
confidence: 91%
“…A possible mechanical interpretation of this result is that slab rollback induces a toroidal mantle flow that exerts shear stresses on the base of the OP that in turn lead to backarc opening. The rate of extension in the backarc zone depends on whether the OP is free to move or is fixed at its end on the opposite side from the trench (Chen et al, ). Interestingly, backarc extension is also observed in the 2‐D (toroidal flow absent by definition) numerical model of Holt et al () when the OP is positively buoyant.…”
This work uses the boundary element method (BEM) to explore the dynamics of subduction of a dense lithospheric plate (subducting plate, SP) beneath an overriding plate (OP). For simplicity, the model is two dimensional, the plates are purely viscous, and the ambient fluid is infinitely deep. The negative buoyancy of the slab is the only driving force of the system. First, we study the SP kinematics focusing on two characteristic instantaneous velocities: the convergence speed (VConv) of the descending slab and the horizontal plate speed (USP) of the flat portion of the SP. We find that VConv is entirely controlled by the slab's geometry, by the width of the lubrication layer d2 separating the SP and the OP, and by the SP's flexural stiffness St. Turning to USP, we find that this parameter depends not only on d2 and St but also on the lengths LSP and LOP of the two plates. The dependence of USP on LSP is exactly logarithmic, both with and without an OP. Next, we explore the deformation of the OP, which occurs by a combination of extension/compression and bending. The OP deformation is compression dominated close to the trench and bending dominated along the remaining portion of the OP that undergoes significant deformation. For a positively buoyant OP, backarc extension is also observed. Finally, we estimate the subduction interface viscosity ηSI of the central Aleutian subduction zone, running our BEM model with the appropriate geometry according to Lallemand et al. (2015, https://doi.org/10.1029/2005GC000917). We find ηSI = (0.96–1.72) ×1020 Pa s.
“…Migration and deformation of overriding plate are actually controlled by subduction‐induced mantle flow, which imposes basal tractions to the overriding plates, driving their motions and internal extension due to gradient of mantle flow and compression near trench [ Duarte et al , ; Meyer and Schellart , ; Chen et al , ]. A number of previous numerical and laboratory studies for single‐sided subduction suggest that development of this concave shape of slab hinge is predominately controlled by slab width [e.g., Stegman et al , ; Schellart et al , ], thickness and thermal state of the overriding plates [e.g., Meyer and Schellart , ; Rodríguez‐González et al , ; Taramõn et al , ].…”
Section: Discussionmentioning
confidence: 99%
“…Migration and deformation of overriding plate are actually controlled by subduction-induced mantle flow, which imposes basal tractions to the overriding plates, driving their motions and internal extension due to gradient of mantle flow and compression near trench [Duarte et al, 2013;Meyer and Schellart, 2013;Chen et al, 2015]. A number of previous numerical and laboratory studies for single-sided subduction suggest (e and f) Model DDS_200-150 (left: φ pert = 30°, L pert = 200 km; right: φ pert = 30°, L pert = 150 km, also shown in Movie S4).…”
Section: Symmetrical Versus Asymmetrical Ddsmentioning
Geological observations reveal existence of a unique form of plate subduction featuring subduction on both sides of one single oceanic plate, which is termed divergent double subduction (DDS). DDS may play an important role in facilitating tectonic processes like closure of oceanic basins, accretion and amalgamation of magmatic arcs, and growth of continents. However, this type of subduction has been largely a conceptual model and the geodynamics behind DDS are still poorly constrained. The Molucca Sea subduction zone in SE Asia has been considered as a Cenozoic example of DDS based on geophysical and geological data and provides an opportunity for detailed assessment of how DDS occurs. Here we present 3‐D numerical modeling with aims to reproduce the geodynamic processes of DDS. Several factors that may have important influences on the evolution of DDS are evaluated, including the geometry of the subducting plate, the order of subduction initiation on both sides, the far‐field boundary conditions and thickness of the overriding plates, and the negative buoyancy of the subducting plate. Our results reproduce the observed asymmetrical shape of the subducting Molucca Sea plate and the bending of Halmahera and Sangihe arcs and suggest that DDS is possible if effective escape of the slab‐trapped upper mantle overcomes the space problem, otherwise the slab‐trapped mantle may hinder the sustainability of subduction. We therefore conclude that DDS is associated with closure of narrow and short oceanic plate, and large‐scale double subduction is rare in nature probably owing to space problem.
“…Also, recent work by Chen et al . [] based on dynamic laboratory models of progressive subduction in three‐dimensional space highlights the possibility of a toroidal asthenosphere return flow induced by the slab rollback of the Ionian Plate. Our new data confirm a sediment melt component at the borders of the arc, possibly connected to hot asthenosphere flow at the edges of the slab responsible for the melt signature (Figure ).…”
The complex geodynamic evolution of Aeolian Arc in the southern Tyrrhenian Sea resulted in melts with some of the most pronounced along the arc geochemical variation in incompatible trace elements and radiogenic isotopes worldwide, likely reflecting variations in arc magma source components. Here we elucidate the effects of subducted components on magma sources along different sections of the Aeolian Arc by evaluating systematics of elements depleted in the upper mantle but enriched in the subducting slab, focusing on a new set of B, Be, As, and Li measurements. Based on our new results, we suggest that both hydrous fluids and silicate melts were involved in element transport from the subducting slab to the mantle wedge. Hydrous fluids strongly influence the chemical composition of lavas in the central arc (Salina) while a melt component from subducted sediments probably plays a key role in metasomatic reactions in the mantle wedge below the peripheral islands (Stromboli). We also noted similarities in subducting components between the Aeolian Archipelago, the Phlegrean Fields, and other volcanic arcs/arc segments around the world (e.g., Sunda, Cascades, Mexican Volcanic Belt). We suggest that the presence of melt components in all these locations resulted from an increase in the mantle wedge temperature by inflow of hot asthenospheric material from tears/windows in the slab or from around the edges of the sinking slab.
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