Forschung - Werkstoffmechanik - Peter Gumbsch - Scale bridging computational methods

Refereed Journal Publications
Titel	Autor	Quelle
A Continuum Formulation of Stress Correlations of Dislocations in Two Dimensions	Dickel, D., Schulz, K., Schmitt, S., Gumbsch, P.	Technische Mechanik, 34 (2014), 205-212
Analysis of Dislocation Pile-ups Using a Dislocation-Based Continuum Theory	Schulz, K., Dickel, D., Schmitt, S., Sandfeld, S., Weygand, D., Gumbsch, P.	Modelling and Simulation in Materials Science and Engineering, 22(2) (2014), 025008
Linking Mirco and Macroscopic Aspects in a Dislocation Based Continuum Model by Investigating the Double Pile-up	Schmitt S., Schulz K., Dickel D., Gumbsch P.	Proc. Appl. Math. Mech., 13(1), (2013), 273-274
Reexamination of Infrared Spectra of Bi Nanorods: L-T Transition, Surface States or Extrinsic Phases	K. Lingam, J. Reppert, D. Dickel, R. Podila, P. Puneet, E. Sheftic, N. Kuthirummal, M. Skove, J. He, A. M. Rao	ACS Nano. 07, (2012), 1230003
Deconvolution of Damping Forces with a Nonlinear Microresonator	B. Elliott, H. Behlow, D. Dickel, G. Keskar, M. J. Skove, A. M. Rao	Rev. Sci. Instr. 82, (2011), 055103
Improved Calculation of Vibrational Mode Lifetimes in Anharmonic Solids – Part II: Numerical Results	D. Dickel, M. S. Daw	Comp. Mat. Sci. 49, (2010), 445
Improved Calculation of Vibrational Mode Lifetimes in Anharmonic Solids – Part I: Theory	D. Dickel, M. S. Daw	Comp. Mat. Sci. 47, (2010), 698
An Analytic Characterization of the Harmonic Detection of Resonance Method	D. Dickel, M. J. Skove, A. M. Rao	J. Appl. Phys. 106, (2009), 044515

Book Chapters
Titel	Autor	Quelle
Harmonic Detection of Resonance Methods for Micro- and Nano-Cantilevers: Theory and Selected Applications	J.D. Taylor, B. Elliott, D. Dickel, G. Keskar, J. Gaillard, M.J. Skove, A.M. Rao	Frontiers in Nanoscience and Nanotechnology, Ed. Anant Narlikar, Oxford University Press, Oxford, England (2008)

Selected Conference Proceedings
Titel	Autor	Quelle
Determination of Intrinsic Damping in a Multi-walled Carbon Nanotube using the Harmonic Detection of Resonance Method	D. Dickel, G. Keskar, M. J. Skove, A. M. Rao	APS March Meeting, Pittsburgh, (2009), PA
Improved Calculation of Vibrational Mode Lifetimes in Anharmonic Solids	M. Daw, D. Dickel	APS March Meeting, Portland, (2010), OR
Harmonic Detection of Resonance as a Method to Characterize Cantilevered Carbon Structures	D. Dickel, M.J. Skove, A.M. Rao	Carbon 2010, Clemson, (2010), SC
Stress Correlations of Dislocations in a Double-Pileup Configuration: A Continuum Dislocation Density Approach	Dickel, D., Schulz, K., Schmitt, S., Gumbsch, P.	E.Onate, D.R.J.Owen, D.Peric, B.Suarez (eds.): Proceedings of XII International Conference on Computational Plasticity. Fundamentals and Applications, (2013), 862-871