C. Tsakmakis

发表

A neural network tool for identifying the material parameters of a finite deformation viscoplasticity model with static recovery

N. Huber, C. Tsakmakis, 2001 .

Linear micropolar elastic crack-tip fields under mixed mode loading conditions

C. Tsakmakis, E. Diegele, Charalampos Tsakmakis, 2004 .

Finite deformation viscoelasticity laws

Ch. Tsakmakis, Norbert Huber, N. Huber, 2000 .

Discussion of coupled elastoplasticity and damage constitutive equations for small and finite deformations

Ch. Tsakmakis, C. Tsakmakis, H. Lämmer, 2000 .

Isotropic hardening in micropolar plasticity

C. Tsakmakis, P. Grammenoudis, 2009 .

Predictions of microtorsional experiments by micropolar plasticity

C. Tsakmakis, P. Grammenoudis, Paschalis Grammenoudis, 2005, Proceedings of the Royal Society A: Mathematical, Physical and Engineering Sciences.

A comparative study of kinematic hardening rules at finite deformations

Ch. Tsakmakis, C. Tsakmakis, A. Willuweit, 2004 .

Micropolar plasticity theories and their classical limits. Part II: Comparison of responses predicted by the limiting and a standard classical model

C. Tsakmakis, C. Sator, P. Grammenoudis, 2007 .

The Principle of Generalized Energy Equivalence in Continuum Damage Mechanics

C. Tsakmakis, D. Reckwerth, 2003 .

A finite deformation formulation of the 3-parameter viscoelastic fluid

C. Tsakmakis, C. Balan, 2002 .

Three-dimensional finite elements for large deformation micropolar elasticity

M. Schäfer, C. Tsakmakis, P. Grammenoudis, 2010 .

Nonconventional thermodynamics, indeterminate couple stress elasticity and heat conduction

C. Tsakmakis, H. Alber, K. Hutter, 2014, Continuum Mechanics and Thermodynamics.

THE EFFECT OF KINEMATIC HARDENING ON SPHERICAL INDENTATION

N. Huber, C. Tsakmakis, 2000 .

Micropolar plasticity. Part II: a v.Mises version of micropolar plasticity in terms of curvature tensors related by mixed transformations

C. Tsakmakis, Daniel Johannsen, 2019, Acta Mechanica.

Phenomenological modeling of the non-linear electro-mechanical coupling in ferroelectrics

Marc Kamlah, C. Tsakmakis, M. Kamlah, 1999 .

Micropolar plasticity. Part II: a v.Mises version of micropolar plasticity in terms of curvature tensors related by mixed transformations

C. Tsakmakis, Daniel Johannsen, 2019, Acta Mechanica.

Micromorphic continuum. Part II: Finite deformation plasticity coupled with damage

Ch. Tsakmakis, P. Grammenoudis, C. Tsakmakis, 2009 .

Use of the Elastic Predictor-Plastic Corrector Method for Integrating Finite Deformation Plasticity Laws

C. Tsakmakis, A. Willuweit, 2003 .

Nonconventional thermodynamics, indeterminate couple stress elasticity and heat conduction

C. Tsakmakis, K. Hutter, H. Alber, 2014, Continuum Mechanics and Thermodynamics.

Isoclinic versus arbitrary rotated intermediate configuration for gradient plasticity applications

C. Tsakmakis, D. Sfyris, C. Broese, 2012 .

Determination of constitutive properties fromspherical indentation data using neural networks. Part ii:plasticity with nonlinear isotropic and kinematichardening

Ch. Tsakmakis, Norbert Huber, N. Huber, 1999 .

Uniaxial ratchetting in rate-independent plasticity laws

C. Tsakmakis, M. Kamlah, M. Korzen, 1997 .

Description of plastic anisotropy effects at large deformations—part I: restrictions imposed by the second law and the postulate of Il'iushin

Ch. Tsakmakis, C. Tsakmakis, 2004 .

A Simple Model for Describing Yield Surface Evolution During Plastic Flow

C. Tsakmakis, Y. Dafalias, D. Schick, 2003 .

Original ArticleKinematic hardening rules in finite plasticity Part II: Some examples

C. Tsakmakis, 1996 .

Original ArticleKinematic hardening rules in finite plasticity Part I: A constitutive approach

C. Tsakmakis, 1996 .

Gradient Elasticity Based on Laplacians of Stress and Strain

D. Beskos, C. Tsakmakis, C. Broese, 2018 .

Gradient Elasticity Based on Laplacians of Stress and Strain

D. Beskos, C. Tsakmakis, C. Broese, 2017, Journal of Elasticity.

Determination of constitutive properties fromspherical indentation data using neural networks. Part i:the case of pure kinematic hardening in plasticity laws

Ch. Tsakmakis, Norbert Huber, N. Huber, 1999 .

Finite element implementation of large deformation micropolar plasticity exhibiting isotropic and kinematic hardening effects

C. Tsakmakis, P. Grammenoudis, 2005 .

Finite deformation plasticity and viscoplasticity laws exhibiting nonlinear hardening rules

C. Tsakmakis, E. Diegele, W. Jansohn, 2000 .

On the application of dual variables in continuum mechanics

Peter Haupt, Ch. Tsakmakis, C. Tsakmakis, 1989 .

Description of plastic anisotropy effects at large deformations. Part II: the case of transverse isotropy

C. Tsakmakis, D. Schick, O. Häusler, 2004 .

Plastic Intermediate Configuration and Related Spatial Differential Operators in Micromorphic Plasticity

C. Tsakmakis, P. Grammenoudis, 2010 .

Micropolar plasticity—Part I: modeling based on curvature tensors related by mixed transformations

C. Tsakmakis, Daniel Johannsen, 2019, Acta Mechanica.

Micropolar plasticity—Part I: modeling based on curvature tensors related by mixed transformations

C. Tsakmakis, Daniel Johannsen, 2019, Acta Mechanica.

Incompatible deformations – plastic intermediate configuration

C. Tsakmakis, P. Grammenoudis, 2008 .

Determination of Poisson’s Ratio by Spherical Indentation Using Neural Networks—Part I: Theory

Ch. Tsakmakis, A. Konstantinidis, Norbert Huber, 2001 .

Determination of Poisson’s Ratio by Spherical Indentation Using Neural Networks—Part II: Identification Method

Ch. Tsakmakis, Norbert Huber, N. Huber, 2001 .

Formulation of viscoplasticity laws using overstresses

C. Tsakmakis, 1996 .

An analysis of rate- and material parameter-dependent limiting cases in viscoplasticity laws

C. Tsakmakis, 1996 .

Micromorphic continuum Part I: Strain and stress tensors and their associated rates

Ch. Tsakmakis, P. Grammenoudis, C. Tsakmakis, 2009 .

Determination of constitutive properties of thin metallic films on substrates by spherical indentation using neural networks

Ch. Tsakmakis, Norbert Huber, N. Huber, 2000 .

Phenomenological model for the macroscopical material behavior of ferroelectric ceramics

Dietmar Gross, Ch. Tsakmakis, C. Tsakmakis, 2007 .

Thermodynamical modeling of ferroelectric polycrystalline material behavior

C. Tsakmakis, D. Gross, V. Mehling, 2006 .

Fully Coupled 3-D Modelling of Ferroelectric Polycrystalline Material Behavior

C. Tsakmakis, D. Gross, V. Mehling, 2005 .

Macroscopic description of the non-linear electro-mechanical coupling in ferroelectrics

D. Munz, C. Tsakmakis, M. Kamlah, 1997 .

A simple fully coupled three-dimensional phenomenological model for ferroelectric ceramics

C. Tsakmakis, D. Gross, V. Mehling, 2005 .

Macroscopic description of nonlinear electromechanical coupling in ferroelectrics

Marc Kamlah, Dietrich Munz, Ulrich Boehle, 1997, Smart Structures.

Mindlin’s Micro-structural and Gradient Elasticity Theories and Their Thermodynamics

D. Beskos, C. Tsakmakis, C. Broese, 2016 .

Continuum Damage Models based on Energy Equivalence: Part II — Anisotropic Material Response

P. Grammenoudis, D. Reckwerth, C. Tsakmakis, 2009 .

Continuum Damage Models based on Energy Equivalence: Part I — Isotropic Material Response

Ch. Tsakmakis, P. Grammenoudis, D. Reckwerth, 2009 .

Micropolar plasticity theories and their classical limits. Part I: Resulting model

C. Tsakmakis, P. Grammenoudis, C. Tsakmakis, 2007 .

Generalized strain and stress tensors associated by duality

C. Tsakmakis, 2001 .

Mode-I and Mode-II Crack Tip Fields in Implicit Gradient Elasticity Based on Laplacians of Stress and Strain. Part II: Asymptotic Solutions

C. Tsakmakis, C. Broese, Jan Frischmann, 2020, Nanomechanics [Working Title].

Mode-I and Mode-II Crack Tip Fields in Implicit Gradient Elasticity Based on Laplacians of Stress and Strain. Part I: Governing Equations

C. Tsakmakis, C. Broese, Jan Frischmann, 2020 .

On kinematic hardening and large plastic deformations

C. Tsakmakis, P. Haupt, 1986 .

A Finite Element Analysis of the Effect of Hardening Rules on the Indentation Test

Ch. Tsakmakis, Norbert Huber, N. Huber, 1998 .

Dissipation inequality-based periodic homogenization of wavy materials

C. Tsakmakis, G. Chatzigeorgiou, N. Charalambakis, 2015 .

Tensile testing device for microstructured specimens

C. Tsakmakis, H. Schneider, A. Ilzhoefer, 1997 .

Determination of Young's modulus by spherical indentation

Dietrich Munz, Ch. Tsakmakis, Norbert Huber, 1997 .

Finite deformation plasticity and viscoplasticity laws exhibiting nonlinear hardening rules

C. Tsakmakis, S. Hartmann, E. Diegele, 2000 .

On the Thermodynamics of Rate-Independent Plasticity as an Asymptotic Limit of Viscoplasticity for Slow Processes

C. Tsakmakis, M. Kamlah, P. Haupt, 1992 .

Consistent Euler‐Bernoulli beam theory in gradient elasticity: Two equivalent formulations of a simple constitutive law

R. Müller, C. Tsakmakis, C. Broese, 2023, PAMM.

Mindlin’s Micro-structural and Gradient Elasticity Theories and Their Thermodynamics

D. Beskos, C. Tsakmakis, C. Broese, 2016, Journal of Elasticity.

Consistent Euler–Bernoulli beam theory in statics for gradient elasticity based on Laplacians of stress and strain

C. Tsakmakis, C. Broese, Özer Üngör, 2023, Mathematics and Mechanics of Solids.

Comparison of Laplacian based explicit and implicit gradient elasticity with reference to one-dimensional problems in statics and dynamics

Ch. Tsakmakis, C. Broese, S. Papargyri-Beskou, 2021, European Journal of Mechanics - A/Solids.

Non-Conventional Thermodynamics and Models of Gradient Elasticity

Dimitri E. Beskos, Hans-Dieter Alber, Carsten Broese, 2018, Entropy.

Hardening rules for finite deformation micropolar plasticity: Restrictions imposed by the second law of thermodynamics and the postulate of Il'iushin

P. Grammenoudis, C. Tsakmakis, Charalampos Tsakmakis, 2001 .

Finite element investigations of the dynamical properties of microstructured membranes

C. Tsakmakis, M. Kamlah, R. Elsäßer, 1997 .