Styles of volcano-induced deformation: numerical models of substratum flexure, spreading and extrusion
نویسندگان
چکیده
The gravitational deformation of volcanoes is largely controlled by ductile layers of substrata. Using numerical finite-element modelling we investigate the role of ductile layer thickness and viscosity on such deformation. To characterise Ž . Ž the deformation we introduce two dimensionless ratios; P volcano radiusrductile layer thickness and P viscosity of a b . ductile substratumrfailure strength of volcano . We find that the volcanic edifice spreads laterally when underlain by thin Ž . Ž . ductile layers P )1 , while thicker ductile layers lead to inward flexure P -1 . The deformation style is related to the a a Ž . switch from predominantly horizontal to vertical flow in the ductile layer with increasing thickness increasing P . a Structures produced by lateral spreading include concentric thrust belts around the volcano base and radial normal faulting in the cone itself. In contrast, flexure on thick ductile substrata leads to concentric normal faults around the base and Ž . compression in the cone. In addition, we show that lower viscosities in the ductile layer low P lead to faster rates of b movement, and also affect the deformation style. Considering a thin ductile layer, if viscosity is high compared to the failure Ž . strength of the volcano high P then deformation is coupled and spreading is produced. However, if the viscosity is low b Ž . low P substratum is effectively decoupled from the volcano and extrudes from underneath it. In this latter case evidence b is likely to be found for basement compression, but corresponding spreading features in the volcano will be absent, as the cone is subject to a compressive stress regime similar to that produced by flexure. At volcanoes where basement extrusion is operating, high volcano stresses and outward substratum movement may combine to produce catastrophic sector collapse. An analysis of deformation features at a volcano can provide information about the type of basement below it, a useful tool for remote sensing and planetary geology. Also, knowledge of substratum geology can be used to predict styles of deformation operating at volcanoes, where features have not yet become well developed, or are obscured. q 1998 Elsevier Science B.V.
منابع مشابه
Bending Analysis of Thick Isotropic Plates by Using 5th Order Shear Deformation Theory
A 5th order shear deformation theory considering transverse shear deformation effect as well as transverse normal strain deformation effect is presented for static flexure analysis of simply supported isotropic plate. The assumed displacement field accounts for non-linear variation of in-plane displacements as well as transverse displacement through the plate thickness. The condition of zero ...
متن کاملStatic Flexure of Soft Core Sandwich Beams using Trigonometric Shear Deformation Theory
This study deals with the applications of a trigonometric shear deformation theory considering the effect of the transverse shear deformation on the static flexural analysis of the soft core sandwich beams. The theory gives realistic variation of the transverse shear stress through the thickness, and satisfies the transverse shear stress free conditions at the top and bottom surfaces of the bea...
متن کاملInvestigating the topography effect in modeling of deformation field of CampiFlegrei volcano using the method of fundamental solution
Considering the importance of predicting volcano eruption and the large number of volcanic peaks across the world, having enough researches in this field is vital. Based on geodetic researches, surface deformation of the earth in the form of uplift or subsidence in the volcanic region, is an indicator of the magma's movement respectively towards the crater or the exit from the tank around. In...
متن کاملNumerical investigation of strain distribution during cyclic expansion extrusion (CEE)
Strain distribution of Al 1100 was numerically investigated during cyclic expansion extrusion (CEE) process using finite element method (FEM). Die angle, corner fillet radius and die chamber diameter were considered as die parameters and friction factor and number of passes as process parameters. The effects of these parameters were investigated on the effective strain and strain homogeneity in...
متن کاملUpper bound and numerical analysis of cyclic expansion extrusion (CEE) process
Deformation of the material during cyclic expansion extrusion (CEE) is investigated using upper-bound theorem. The analytical approximation of forming loads agrees very well with the FEM results for different amounts of chamber diameter, friction factor and also for lower die angles. However, the difference between analytical and numerical solution increases at higher die angles which are expla...
متن کامل