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Dive into the research topics where Reza Darvishi Kamachali is active.

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Featured researches published by Reza Darvishi Kamachali.


Materials | 2017

Precipitation of T1 and θ′ Phase in Al-4Cu-1Li-0.25Mn During Age Hardening: Microstructural Investigation and Phase-Field Simulation

Ines Häusler; Christian Schwarze; Muhammad Umer Bilal; Daniela Valencia Ramirez; Walid Hetaba; Reza Darvishi Kamachali; Birgit Skrotzki

Experimental and phase field studies of age hardening response of a high purity Al-4Cu-1Li-0.25Mn-alloy (mass %) during isothermal aging are conducted. In the experiments, two hardening phases are identified: the tetragonal θ′ (Al2Cu) phase and the hexagonal T1 (Al2CuLi) phase. Both are plate shaped and of nm size. They are analyzed with respect to the development of their size, number density and volume fraction during aging by applying different analysis techniques in TEM in combination with quantitative microstructural analysis. 3D phase-field simulations of formation and growth of θ′ phase are performed in which the full interfacial, chemical and elastic energy contributions are taken into account. 2D simulations of T1 phase are also investigated using multi-component diffusion without elasticity. This is a first step toward a complex phase-field study of T1 phase in the ternary alloy. The comparison between experimental and simulated data shows similar trends. The still unsaturated volume fraction indicates that the precipitates are in the growth stage and that the coarsening/ripening stage has not yet been reached.


International Journal of Materials Research | 2010

Multiscale simulations on the grain growth process in nanostructured materials

Reza Darvishi Kamachali; Jun Hua; Ingo Steinbach; Alexander Hartmaier

Abstract In this work, multi-phase field and molecular dynamics simulations have been used to investigate nanoscale grain growth mechanisms. Based on experimental observations, the combination of grain boundary expansion and vacancy diffusion has been considered in the multi-phase field model. The atomistic mechanism of boundary movement and the free volume redistribution during the growth process have been investigated using molecular dynamics simulations. According to the multi-phase field results, linear grain growth in nanostructured materials at low temperature can be explained by vacancy diffusion in the stress field around the grain boundaries. Molecular dynamics simulations confirm the observation of linear grain growth for nanometresized grains. The activation energy of grain boundary motion in this regime has been determined to be of the order of onetenth of the self-diffusion activation energy, which is consistent with experimental data. Based on the simulation results, the transition from linear to normal grain growth is discussed in detail and a criterion for this transition is proposed.


Modelling and Simulation in Materials Science and Engineering | 2014

DFT-supported phase-field study on the effect of mechanically driven fluxes in Ni4Ti3 precipitation

Reza Darvishi Kamachali; Efim Borukhovich; Nicholas Hatcher; Ingo Steinbach

Formation of the Ni4Ti3 precipitate has a strong effect on the shape memory properties of NiTi alloys. In this work, growth of this precipitate is studied using phase-field modelling and density functional theory (DFT) calculations. Using first-principles calculations, the composition-dependent stability and elastic properties of the B2 phase are obtained. Composition-dependent elastic constants are incorporated into our phase-field model to investigate the interplay between stress and concentration fields around the precipitate. The model introduces a source of diffusion due to mechanical relaxation which is accompanied by local softening/hardening of the B2 phase. The results are discussed in light of previous experimental and simulation studies.


Physical Review E | 2017

Multi-phase-field model for surface and phase-boundary diffusion

Raphael Schiedung; Reza Darvishi Kamachali; Ingo Steinbach; Fathollah Varnik

The multi-phase-field approach is generalized to treat capillarity-driven diffusion parallel to the surfaces and phase boundaries, i.e., the boundaries between a condensed phase and its vapor and the boundaries between two or multiple condensed phases. The effect of capillarity is modeled via curvature dependence of the chemical potential whose gradient gives rise to diffusion. The model is used to study thermal grooving on the surface of a polycrystalline body. Decaying oscillations of the surface profile during thermal grooving, postulated by Hillert long ago but reported only in few studies so far, are observed and discussed. Furthermore, annealing of multi-nanoclusters on a deformable free surface is investigated using the proposed model. Results of these simulations suggest that the characteristic craterlike structure with an elevated perimeter, observed in recent experiments, is a transient nonequilibrium state during the annealing process.


Acta Materialia | 2012

3-D phase-field simulation of grain growth: Topological analysis versus mean-field approximations

Reza Darvishi Kamachali; Ingo Steinbach


Journal of Nanoparticle Research | 2011

Thermodynamics and molecular dynamics investigation of a possible new critical size for surface and inner cohesive energy of Al nanoparticles

Amir Chamaani; Ehsan Marzbanrad; Mohammad Reza Rahimipour; Maziar Sahba Yaghmaee; Alireza Aghaei; Reza Darvishi Kamachali; Yashar Behnamian


Acta Materialia | 2016

Phase-field study of zener drag and pinning of cylindrical particles in polycrystalline materials

Christian Schwarze; Reza Darvishi Kamachali; Ingo Steinbach


Computational Materials Science | 2015

Texture evolution in deformed AZ31 magnesium sheets: Experiments and phase-field study

Reza Darvishi Kamachali; Se-Jong Kim; Ingo Steinbach


Archive | 2013

Grain boundary motion in polycrystalline materials

Reza Darvishi Kamachali; Ingo Steinbach; Dierk Raabe


Computer Physics Communications | 2017

Parallel multiphase field simulations with OpenPhase

Marvin Tegeler; Oleg Shchyglo; Reza Darvishi Kamachali; Alexander Monas; Ingo Steinbach; Godehard Sutmann

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Ines Häusler

Bundesanstalt für Materialforschung und -prüfung

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Birgit Skrotzki

Bundesanstalt für Materialforschung und -prüfung

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