Modeling the shape and velocity of magmatic intrusions, a new numerical approach.

Furst, Severine , Maccaferri, F. and Pinel, V. (2023) Modeling the shape and velocity of magmatic intrusions, a new numerical approach. Open Access Journal of Geophysical Research: Solid Earth, 128 (3). e2022JB025697. DOI 10.1029/2022JB025697.

[thumbnail of 2022jb025697-sup-0001-supporting information si-s01.pdf]
Preview
Text
2022jb025697-sup-0001-supporting information si-s01.pdf - Supplemental Material
Available under License Creative Commons: Attribution 4.0.

Download (1MB) | Preview
[thumbnail of JGR Solid Earth - 2023 - Furst - Modeling the Shape and Velocity of Magmatic Intrusions a New Numerical Approach-1.pdf]
Preview
Text
JGR Solid Earth - 2023 - Furst - Modeling the Shape and Velocity of Magmatic Intrusions a New Numerical Approach-1.pdf - Published Version
Available under License Creative Commons: Attribution 4.0.

Download (2MB) | Preview

Supplementary data:

Abstract

Dykes are magma-filled fractures propagating through the brittle crust. Understanding the physics of dyking process is essential to mitigate the volcanic hazard associated with the opening of new eruptive fissures at the surface. Often, physics-based models view either fracturing of the host rock or viscous flow of the magma as the dominating energy sink during dyke propagation. Here, we provide a numerical model that captures the coupling of fracturing at the crack tip and the transport of a viscous fluid. Built with the boundary element technique, our model allows for computation of the shape and velocity of a growing fluid-filled crack accounting for the viscosity of the fluid: The fluid flow induces a viscous pressure drop acting at the crack walls, and modifies the shape of the crack. The energy conservation equation provides the constraints to solve for the crack growth velocity, assuming that brittle fracturing and viscous flow are the main processes that dissipate energy. Using a parameter range that represents typical magmatic intrusions, we obtain crack shapes displaying some typical characteristics, including a tear-drop head and an open tail that depend on rock rigidity, magma viscosity and buoyancy. We show that viscous forces significantly contribute to the energy dissipated during the propagation of magmatic dykes. Applied to the 1998 intrusion at Piton de la Fournaise (La Réunion Island), we provide ranges of dyke lengths and openings by adjusting the numerical velocity to the one deduced from the migration of volcano-tectonic events.

Key Points

We present a new modeling scheme to compute the shape and velocity of a growing fluid-filled crack

Our magmatic dykes show a tear drop head and open tail, on a wide range of propagation velocities

We reproduce the velocity and fit important parameters for the 1998 Piton de la Fournaise intrusion

Document Type: Article
Keywords: dyke propagation modeling, magma intrusion velocity, magma viscous flow, fluid-filled fractures, 1998 Piton de la Fournaise
Research affiliation: OceanRep > GEOMAR > FB4 Dynamics of the Ocean Floor > FB4-GDY Marine Geodynamics
Main POF Topic: PT3: Restless Earth
Refereed: Yes
Open Access Journal?: No
Publisher: Wiley, AGU
Related URLs:
Date Deposited: 08 Mar 2023 13:25
Last Modified: 14 Jan 2025 14:05
URI: https://oceanrep.geomar.de/id/eprint/58147

Actions (login required)

View Item View Item