M. Meixner

发表

Nondestructive residual stress depth profile analysis at the inner surface of small boreholes using energy-dispersive diffraction under laboratory conditions

M. Klaus, C. Genzel, M. Boin, 2021, Journal of applied crystallography.

Concepts for nondestructive and depth-resolved X-ray residual stress analysis in the near-surface region of nearly single crystalline materials with mosaic structure

M. Klaus, C. Genzel, M. Meixner, 2021, Journal of applied crystallography.

Sin2ψ-based residual stress gradient analysis by energy-dispersive synchrotron diffraction constrained by small gauge volumes. I. Theoretical concept

Matthias Meixner, Manuela Klaus, M. Klaus, 2013 .

In Situ Investigations on Stress and Microstructure Evolution in Polycrystalline Ti(C,N)/α-Al2O3 CVD Coatings under Thermal Cycling Loads

M. Klaus, C. Genzel, H. Pinto, 2021, Crystals.

Design of Comb Crack Resistant Milling Inserts: A Comparison of Stresses, Crack Propagation, and Deformation Behavior between Ti(C,N)/α-Al2O3 and Zr(C,N)/α-Al2O3 CVD Coatings

F. Mücklich, H. Pinto, José García, 2021, Crystals.

Updates of the nuclear equation of state for core-collapse supernovae and neutron stars: effects of 3-body forces, QCD, and magnetic fields

T. Kajino, G. Mathews, M. Cheoun, 2013, 1302.5875.

In situ synchrotron stress mappings to characterize overload effects in fatigue crack growth

M. Klaus, M. Marx, C. Motz, 2019, International Journal of Fatigue.

Ultra-Dense Neutron Star Matter, Strange Quark Stars, and the Nuclear Equation of State

M. Malheiro, F. Weber, M. Meixner, 2006, astro-ph/0606093.

Generalized density functional equation of state for astrophysical simulations with 3-body forces and quark gluon plasma

G. Mathews, M. Meixner, H. E. Dalhed, 2016, 1612.08992.

The NDL Equation of State for Supernova Simulations

G. Mathews, M. Meixner, H. E. Dalhed, 2013, 1303.0064.

Residual stress analysis of energy-dispersive diffraction data using a two-detector setup: Part II — Experimental implementation

B. Scholtes, W. Zinn, M. Klaus, 2018 .

Monte Carlo Simulation of the Self-Organized Growth of Quantum Dots with Anisotropic Surface Diffusion

V. Shchukin, E. Schöll, D. Bimberg, 2001 .

QCD Matter in White Dwarfs and Supernova Collapse(Nuclear Astrophysics,New Frontiers in QCD 2010-Exotic Hadron Systems and Dense Matter-)

G. Mathews, M. Meixner, I. Suh, 2010 .

Residual stress analysis of diamond‐coated WC–Co cutting tools: separation of film and substrate information by grazing X‐ray diffraction

Matthias Meixner, Manuela Klaus, Walter Reimers, 2013 .

Connecting Diffraction-Based Strain with Macroscopic Stresses in Laser Powder Bed Fused Ti-6Al-4V

I. Sevostianov, G. Requena, A. Evans, 2020, Metallurgical and Materials Transactions A.

Residual stress analysis of energy-dispersive diffraction data using a two-detector setup: Part I — Theoretical concept

B. Scholtes, W. Zinn, M. Klaus, 2018 .

Sterile neutrino oscillations in core-collapse supernova simulations

T. Kajino, G. Mathews, M. Meixner, 2014 .

Sterile neutrino oscillations in core-collapse supernovae

T. Kajino, G. Mathews, M. Meixner, 2014, 1405.6101.

Self-assembled quantum dots: crossover from kinetically controlled to thermodynamically limited growth.

Vitaly A. Shchukin, D. Bimberg, Eckehard Schöll, 2001, Physical review letters.

Impact of sterile neutrino dark matter on core-collapse supernovae

T. Kajino, G. Mathews, M. Meixner, 2016, 1603.05503.

Simulation of self-organized growth kinetics of quantum dots

M. Meixner, 2002 .

Control of strain-mediated growth kinetics of self-assembled semiconductor quantum dots

Eckehard Schöll, R. Kunert, E. Schöll, 2003 .

Lateral current density fronts in globally coupled bistable semiconductors with S- or Z-shaped current voltage characteristics

Eckehard Schöll, Andreas Wacker, E. Schöll, 2000 .

Formation of island chains in SiGe/Si heteroepitaxy by elastic anisotropy

E. Schöll, H. Raidt, R. Köhler, 2001 .

Kinetically enhanced correlation and anticorrelation effects in self-organized quantum dot stacks

E. Schöll, M. Meixner, 2003 .

Stability and residual stresses of sputtered wurtzite AlScN thin films

M. Caro, M. Klaus, C. Genzel, 2021, Physical Review Materials.

Influence of the Grain Size on the Properties of CH3NH3PbI3 Thin Films.

Matthias Meixner, Manuela Klaus, Christoph Genzel, 2017, ACS Applied Materials and Interfaces.

Kinetic Monte Carlo simulation of self-organized pattern formation in thin film deposition

E. Schöll, M. Meixner, F. Elsholz, 2003 .

Sin2ψ-based residual stress gradient analysis by energy-dispersive synchrotron diffraction constrained by small gauge volumes. II. Experimental implementation

Matthias Meixner, Manuela Klaus, M. Klaus, 2013 .

Diffraction analysis of strongly inhomogeneous residual stress depth distributions by modification of the stress scanning method. I. Theoretical concept

M. Klaus, C. Genzel, M. Meixner, 2015 .

Diffraction analysis of strongly inhomogeneous residual stress depth distributions by modification of the stress scanning method. II. Experimental implementation

M. Klaus, C. Genzel, Martin Genzel, 2015 .

Generic spatiotemporal dynamics near codimension-two Turing-Hopf bifurcations

Eckehard Schöll, E. Schöll, A. Wit, 1997 .

EDDIDAT: a graphical user interface for the analysis of energy-dispersive diffraction data

Daniel Apel, Martin Genzel, Matthias Meixner, 2020, Journal of applied crystallography.

Residual Stress Analysis by Energy-Dispersive Synchrotron Diffraction: Concepts for High Resolution Depth Profiling in Real Space

M. Klaus, C. Genzel, M. Meixner, 2013 .

Analysis of complex and chaotic patterns near a codimension-2 Turing-Hopf point in a reaction-diffusion model

Eckehard Schöll, E. Schöll, S. Bose, 1997 .

ACCELERATED, DECELERATED, AND OSCILLATING FRONTS IN A GLOBALLY COUPLED BISTABLE SEMICONDUCTOR SYSTEM

E. Schöll, M. Meixner, P. Rodin, 1998 .

Karhunen-Loeve local characterization of spatiotemporal chaos in a reaction-diffusion system

Bose, Scott M. Zoldi, E. Schöll, 2000, Physical review. E, Statistical physics, plasmas, fluids, and related interdisciplinary topics.