Um die Erde zu verstehen, ist die Einbindung verschiedener naturwissenschaftlicher Disziplinen unerlässlich. Unsere Forschung konzentriert sich auf die Untersuchung von Prozessen, bei denen Gesteine während ihrer geodynamischen Entwicklung hohen Druck- und Temperaturbedingungen ausgesetzt sind. Aus diesem Grund ist die Modellierung des mechanischen Verhaltens von Gesteinen, metamorpher Phasengleichgewichte und physikalisch-chemischer Prozesse mit Fluidinteraktion, die im Erdinneren stattfinden, unerlässlich. In unserer Forschung verfolgen wir diesen multidisziplinären Ansatz, indem wir numerische Methoden, Feldbeobachtungen und geochemisch-geochronologische Daten verwenden.
The CHROME project aims to create models for understanding the formation of chromite deposits in ophiolites, focusing on the thermodynamic behavior of multiphase flows. It investigates how chromium behaves during the melting and crystallization processes, noting that despite Cr’s compatibility, its concentration in melts is not sufficient alone to form chromite deposits, suggesting additional enrichment processes are necessary. The project plans to model the dynamics of melt transport and reactive flows, incorporating various possible enrichment mechanisms, to test hypotheses on chromite formation. Experiments on peridotite rocks containing chromium and multiphase, reactive flow modeling are planned to complement each other, offering insights into ore formation processes. This integrated approach aims to refine our understanding of ore formation, taking into account both experimental results and observations from natural deposits.
Recent advancements like Raman spectroscopy-based elasto-thermobarometry offers a new way to estimate the re-equilibration conditions in a rock’s history. However, the high-temperature irreversible deformation (viscous creep) has been identified to compromise the integrity of minerals’ elastic properties, affecting their ability to retain residual pressure in inclusions. The project aims to develop a new method to quantify the impact of viscous creep on mineral inclusions’ capacity to hold residual pressure, addressing a gap in systematic studies on this issue. Through integrating field data, analytical measurements, and numerical modeling of re-equilibration processes at the mineral level, this project seeks to quantitatively assess the effects of viscous creep and refine the accuracy of determining metamorphic conditions using Raman thermobarometry.
Metamorphism involves the recrystallization of rocks under high temperatures, subjecting them to various pressure and temperature conditions that lead to chemical and mechanical changes in their structure. As metamorphic rocks are brought to the surface, they often retain “frozen” evidence of these processes due to the rapid cooling they undergo, preserving high-temperature traces like chemically zoned crystals and stresses within mineral inclusions. Recent advancements in diffusion modeling and Raman elastic barometry have enhanced our understanding of these changes in natural rocks. This study aims to develop inverse models that could jointly infer the mechanical and chemical relaxation of metamorphic textures. Such models can be corroborated using geodynamic models that predict the P-T evolution of rocks. Focusing on metamorphic rocks, the approach seeks to quantify the slow, often imperceptible metamorphic processes that occur under the Earth’s surface (see for example publication numbers Ibragimov, Kiss, Moulas, (2024) and Schorn, Moulas, Stüwe (2024) for more details).
The fluid flow in porous rocks is governed by complex and non-linear Partial Differential Equations (PDEs). In this project we are investigating the solvability and the behavior of non-linear porous-flow equations. These equations describe the fluid flow within deforming rocks. In particular, the complex volumetric rheology of rocks is investigated. The results of this study have many implications for energy applications that include the integrity and the permeability evolution of reservoir rocks.
Metamorphic rocks are always deformed when recrystallized. Even in the absence of far-field deformation, the volumetric thermoelastic strains can lead to the development of GPa level of stresses at the mineral scale. For this reason, we develop new mechanical models that allow the quantification of the deformation in composite materials such as rocks. Such models are tested using spectroscopic techniques (e.g. Raman spectroscopy) and can provide insightful information regarding the development of residual stresses.
The development of stresses in minerals affects their energy. As a result, the stability of metamorphic mineral assemblages does not depend on a simple “pressure” value and more complex theories are needed. In this research direction, we investigate the thermodynamic equilibrium of stressed rocks by means of:
i) deformation experiments corroborated by thermomechanical simulations
ii) hydro-chemo-mechanical modelling (multiphase flow equations)
iii) classical molecular dynamics simulations
Our results can be used to create predictive models that can account for the effects of deformation on mineral reactions (see Cionoiu, Moulas, Tajčmanová (2019), Schmalholz, Moulas et al. (2020) , Cionoiu, Moulas, Stünitz, Tajčmanová (2022), Schmalholz, Moulas, Räss, Müntener, (2023) and Mazzucchelli, Moulas, Kaus, Speck, (2024) for more details).
MSc- und BSc-Studierende
Pfl.-M. Endogene Geologie – M.09.065.010.B
- Grundlagen der endogene Geologie – 09.065.011.B | C. Helo
- Petrologisches Praktikum (endogen) – 09.065.012.B | C.Helo
- Geländepraktikum (endogen) – 09.065.013.B | C.Helo, K. Seelos
Pfl.-M. Petrologie – M.09.065.062.B (zusammen mit AG Petrologie)
- Petrologie magm. und metam. Gesteine – 09.065.062.B | R. Botcharnikov, E. Moulas
- Petrologie der magm. und metam, Gesteine Übung – 09.065.063.B | R. Botcharnikov, S. Buhre, E. Moulas
Pfl.-M. Geologische Geländearbeit – M.09.065.050.B
- Tagesexkursion 1 – 09.065.053.B | S. Buhre, C. Helo
- Tagesexkursion 2 – 09.065.054.B | R. Botcharnikov, E. Moulas
Wpfl.-M. Dynamic Processes and Data Science – M.09.065.220.B
- Dynamic Processes and Data Science – 09.065.221.B | R. Botcharnikov, B. Kaus, E. Moulas
- Dynamic Processes and Data Science – 09.065.222.B | B. Kaus, E. Moulas
- Big Data and Machine Learning – 09.065.223.B | E. Moulas
Außercurriculare Veranstaltungen
- Anatomie gesteinsbildender Minerale | C. Helo
Wpfl.-M. Petrogenesis – M.09.065.520
- Metamorphic Petrogenesis – 09.065.M522 | E. Moulas
- Volcanology (thermodynamic aspects) – 09.065.M522 | C. Helo
- MSc Petrology Project – 09.065.M522 | R. Botcharnikov, S. Buhre, C. Helo, E. Moulas
Wpfl.-M. Dynamik der Lithosphäre – M.09.065.505
- Orogenic Systems – 09.065.M533 | R. Botcharnikov, J. Castro, E. Moulas
Wpfl.-M. Geodynamical and Petrological Methods – M.09.065.570
- Mineral Equilibria Modelling – 09.065.M572 | E. Moulas
Pfl.-M. Gelände – M.09.065.500
- Geländekurs Exogene Geologie – 09.065.M503 | F. Hawemann, C. Helo
2026
[14] Moulas E (2026) . Numerical Modelling of Geological Processes, with emphasis on Geochemistry, Petrology and Geochronology (Workshop Lecture Notes and Codes). Zenodo. doi: 10.5281/zenodo.18413414.
2025
[13] Moulas E (2025) TEMP2D: A simple thermo-kinematic model for rock exhumation in 2-D. Zenodo. doi: 10.5281/zenodo.15830072
[12] Stroh A, Aellig P, Moulas E (2025) AnStroh/MovingBoundaryMinerals.jl: v0.1.0. (A Julia package for the calculation of chemical diffusion in growing crystals). Zenodo. doi: 10.5281/zenodo.15535732
[11] Riel N, Kaus B, de Montserrat A, Moulas E, Green E, Dominguez H (2025) An unconstrained formulation for complex solution phase minimization (Codes). Zenodo. doi:10.5281/zenodo.13982543
[10] Porkoláb K, Moulas E, Schmalholz SM (2025) Code and thermodynamic data for a 2D hydro-mechanical-chemical model of antigorite dehydration. Zenodo. doi:10.5281/zenodo.14202517
2024
[9] Boisserée S, Moulas E, Bachmayr M (2024) Fluid flow channeling and mass transport with discontinuous porosity distribution (Julia code for hydromechanical solver and chemical postprocessing). Zenodo. doi: 10.5281/zenodo.13986982
[8] Schorn S, Moulas E (2024) ZirTiDiS: an implicit finite difference code for the calculation of apparent Zr-in-Titanite (ZiT) temperatures. Zenodo. doi:10.5281/zenodo.11184085
[7] Stroh A, Moulas E, Botcharnikov R (2024) FIDDO: FInite Difference Diffusion in Olivine. Zenodo. doi: 10.5281/zenodo.10964859
[6] Moulas E, Schorn S (2024) T1dH: A 1-d code for the calculation of Heat conduction with Earth Science Applications. Zenodo. doi: 10.5281/zenodo.11046565
2023
[5] Moulas E (2023) Numerical Modelling of Chemical Diffusion in Petrology and Geochemistry (Workshop Lecture Notes). Zenodo. doi:10.5281/zenodo.10047582
[4] Moulas E (2023) GDIFF: a Finite Difference code for the calculation of multicomponent diffusion in garnet. Zenodo. doi:10.5281/zenodo.7805989
2022
[3] Moulas E, Brandon MT (2022) KADMOS: a Finite Element code for the calculation of apparent K-Ar ages in minerals. Zenodo. doi:10.5281/zenodo.7358138
[2] Cionoiu S, Moulas E, Tajčmanová L (2022) Local variation of mechanical parameters in (Griggs-type) viscous deformation experiments (Matlab code). doi:10.5281/zenodo.6951759
[1] Moulas E, Kaus B, Jamtveit B (2022) Dynamic Pressure Variations in the Lower Crust Caused by Localized Fluid-Induced Weakening (LaMEM input files). doi: 10.5281/zenodo.6538290