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A Review on Collapse Caldera Modelling                               257









































             Figure 11 Boundary-element results showing the contours of the maximum principal tensile stress
             in megapascals. Models simulate a magma chamber subject to remote horizontal tensile stress of
             5 MPa.Two chamber reservoir shapes have been considered: (A) spherical shape and (C) sill-like.The
             other two sketches show the results of models emulating a magma chamber under the e¡ects of a
             magmatic overpressure (10 MPa) in a reservoir located at the base (underplating) of the volcanic ¢eld
             containing the magma chamber.Two di¡erent chamber reservoir shapes have been considered:
             (B) spherical shape and (D) sill-like (modi¢ed after Gudmundsson,1998).


             (3) Formation of ring faults considering regional extension or doming.
                   Elastic models indicate that sill-like chamber geometries subjected to
                 regional doming or extension may generate a stress field adequate for ring-fault
                 formation (Figure 11) even if the chamber overpressure is low (Gudmundsson,
                 1998; Gudmundsson et al., 1997) or inexistent (Gudmundsson, 2008). In the
                 case of doming, the area of the volcanic field subject to doming must, however,
                 be much larger than the cross-sectional area of the chamber, otherwise the
                 surface stresses peak above the centre of the chamber and do not favour the
                 initiation of a ring fault. Other geometries such as spherical magma chambers
                 are not suitable for ring-fault formation. Regional extension has also been
                 investigated by some time-dependent non-elastic models (e.g. Burov and
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