D. Parkot
RWTH Aachen University
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Featured researches published by D. Parkot.
Dental Materials | 2011
Kristina Möllers; Wiebke Pätzold; D. Parkot; Armin Kirsten; Jan-Frederik Güth; Daniel Edelhoff; Horst Fischer
OBJECTIVES Finite element analysis is a standard method to simulate the stress distribution in all-ceramic dental restorations in order to estimate the loading capacity of the brittle components. The hypothesis of this study was that stresses in the connector area of a veneered FDP are strongly influenced by the framework dimensions and the veneering material. METHODS Finite element analyzes of bilayered fixed dental prostheses with three different framework-designs and three different veneering materials were conducted, applying the loads onto the veneering as well as directly onto the framework. The outer shape of the veneering ceramic remained constant for all cases. RESULTS The maximum first principal stresses in the framework of the fixed dental prostheses (FDP) decreased with smaller framework dimensions when the load was applied on the veneering. By applying the load directly onto the framework of the FDP without veneering a converse tendency was found. The variation of the veneering material lead to the conclusion that stresses in the framework became higher with decreasing Youngs modulus of the veneer, while the stresses in the veneer increased at the same time. SIGNIFICANCE The veneering material plays a significant role for the failure of a FDP and cannot be neglected neither in testing nor in simulation. Thus the loading capacity of dental restorations can only be reasonably evaluated when the whole restoration is taken into account, including framework and veneering.
Dental Materials | 2014
Armin Kirsten; D. Parkot; Stefan Raith; Horst Fischer
OBJECTIVES Veneered zirconia restorations predominately fail due to veneering fractures. It is hypothesized that a cusp-supporting framework design can prevent these catastrophic failures in all-ceramic restorations. Therefore, we investigated the influence of framework design and framework material on the stress distribution in a single tooth restoration using the numerical finite element method. METHODS A three-dimensional model of a veneered lower molar (36) crown with constant outer shape was used. The framework design was either cusp supporting or with a constant framework thickness. Zirconia, alumina, and a gold alloy were used as framework material. A glass ceramic material was used as veneering material for both cases. Two different load cases were simulated: terminal occlusion with load distributed over the occlusal surface of the tooth and a fairly extreme load case with all force concentrated on one cusp. RESULTS Maximum tensile stresses in the glass ceramic veneering material concentrated in the fissure region for all models. A cusp supporting framework design decreased the maximum tensile stresses significantly up to 30.5%. The distolingual load case resulted in an approximately fourfold higher stress level compared to the terminal occlusion load case. SIGNIFICANCE A cusp supporting framework design can significantly decrease the maximum tensile stresses in the veneering material of single crowns. Based on the numerical results of this study it can be expected that such a design could decrease the risk of veneering failure in vivo.
Dental Materials | 2012
Kristina Möllers; D. Parkot; Armin Kirsten; Jan-Frederik Güth; Daniel Edelhoff; Horst Fischer
OBJECTIVES Inlay-retained fixed partial dentures are conservative prosthetic restorations. Their failure resistance is influenced by the stress distribution that depends on the material properties as well as the loading conditions. Finite element analysis provides the ability to estimate the loading capacity by simulating the stress distribution in all-ceramic dental restorations. The null-hypothesis of this study was that tooth mobility or tooth bearing condition significantly influences the stress distribution and therefore the failure resistance of all-ceramic inlay-retained fixed dental prostheses. Therefore, the stress distribution under different loading and bearing conditions of the teeth was analyzed using the finite element method. METHODS Three different bearing conditions, one fixed and two flexible were chosen to simulate tooth mobility. The flexible models were constrained with spring elements to a virtual center of rotation. In addition, loading conditions were varied. RESULTS The influence of tooth mobility on the stress distribution depended on the degree of modeled tooth mobility, as well as the loading conditions. The maximum first principal stresses differed significantly in magnitude and location depending on the modeled bearing condition and the simulated load case. The maximum difference between fixed and flexible model was more than 100%. SIGNIFICANCE Tooth mobility and occlusal loading conditions have to be considered in finite element analyses as the simulated stress distribution is strongly influenced by these factors.
Advanced Engineering Materials | 2010
Tilmann Beck; Marcin Białas; Piotr Bednarz; Lorenz Singheiser; Kirsten Bobzin; Nazlim Bagcivan; D. Parkot; Tatyana Kashko; I. Petković; Bengt Hallstedt; Sergey Nemna; Jochen M. Schneider
Advanced Engineering Materials | 2006
R. Herzog; Nils Warnken; Ingo Steinbach; Bengt Hallstedt; Claudia Walter; J. Müller; David E. Hajas; E. Münstermann; Jochen M. Schneider; R. Nickel; D. Parkot; Kirsten Bobzin; Erich Lugscheider; P. Bednarz; O. Trunova; Lorenz Singheiser
Journal of Thermal Spray Technology | 2007
R. Nickel; Kirsten Bobzin; Erich Lugscheider; D. Parkot; W. Varava; H. Olivier; Xisheng Luo
Surface & Coatings Technology | 2010
Kirsten Bobzin; Nazlim Bagcivan; D. Parkot; I. Petković
Journal of Thermal Spray Technology | 2009
Kirsten Bobzin; Nazlim Bagcivan; D. Parkot; Tatyana Kashko; G. Laschet; J. Scheele
Computational Materials Science | 2010
Kirsten Bobzin; Nazlim Bagcivan; D. Parkot; Tatyana Kashko
Journal of Thermal Spray Technology | 2009
Kirsten Bobzin; Nazlim Bagcivan; D. Parkot; Marcel Schäfer; I. Petković