J
Jerzy A. Golczewski
Researcher at Max Planck Society
Publications - 25
Citations - 677
Jerzy A. Golczewski is an academic researcher from Max Planck Society. The author has contributed to research in topics: Amorphous solid & Crystallization. The author has an hindex of 15, co-authored 25 publications receiving 617 citations. Previous affiliations of Jerzy A. Golczewski include Drexel University.
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Journal ArticleDOI
Thermal and electrical properties of Nb2AlC, (Ti, Nb)(2)AlC and Ti2AlC
Michel W. Barsoum,I. Salama,Tamer El-Raghy,Jerzy A. Golczewski,W. D. Porter,H. Wang,Hans Jürgen Seifert,Fritz Aldinger,Fritz Aldinger +8 more
TL;DR: In this paper, the authors measured the thermal capacities, thermalexpansion coefficients, thermal and electrical conductivities of Nb2AlC (actual Nb:Al:C mole fractions: 0.525±0.005, 0.240±
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Fabrication and electrical and thermal properties of Ti2InC, Hf2InC and (Ti,Hf)2InC
TL;DR: In this paper, the characterization of a single phase, fully dense Ti2InC (Ti1.96InC1.15), Hf2Inc (Hf1.26) and (Ti,Hf)2InCs ((Ti0.47,Hm0.56)2
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Crystallization of polymer-derived silicon carbonitride at 1873 K under nitrogen overpressure
Martin Friess,Joachim Bill,Jerzy A. Golczewski,André Zimmermann,Fritz Aldinger,Fritz Aldinger,Ralf Riedel,Rishi Raj +7 more
TL;DR: The chemical stability of amorphous silicon carbonitride ceramic, having the composition 057SiC·043Si3N4·049C is studied as a function of nitrogen overpressure at 1873 K as mentioned in this paper.
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Effect of boron on the thermodynamic stability of amorphous polymer-derived Si-(B)-)C-N ceramics
TL;DR: In this paper, a series of amorphous polymer-derived Si B C N ceramics with various boron contents (0.8.3 −8.4 and −26.6 −kJ−g-atom−1.3 ) were measured using high-temperature oxidative drop-solution calorimetry.
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Applications of computational thermodynamics: Group 3: Application of computational thermodynamics to phase transformation nucleation and coarsening
TL;DR: In this article, the effect of surface energy on a two-phase equilibrium as well as the activation energy for forming a critical nucleus are derived for the general multicomponent case.