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In der vorliegenden Arbeit wird die Anregungs/Abfrage-Photoelektronenspektroskopie auf die Untersuchung elektronischer Dynamik in massenselektierten Molekülionen unter Hochvakuum-Bedingungen angewendet, wodurch die Beobachtung intramolekularer elektronischer Relaxation unter Ausschluss jeglicher Wechselwirkung der untersuchten Teilchen zur umgebenden Matrix möglich ist.
Dianion --- Dynamik --- Gasphase --- Zeitauflösung --- Photoelektronenspektroskopie --- Phthalocyanin --- Fulleren --- Ab-initio-Rechnung
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Die Raman-Schwingungsspektroskopie ist eine der führenden Charakterisierungsmethoden für chemische Konstitution und liefert wertvolle Beiträge zur Strukturaufklärung großer Moleküle. Die Interpretation experimenteller Raman-Spektren wird durch den Vergleich der theoretischen Vorhersagen für Schwingungsfrequenzen und Raman-Intensitäten mit experimentellen Daten ermöglicht. Diese Arbeit umfasst die Entwicklung, Implementierung und Validierung effizienter Verfahren zur Berechnung der Raman-Intensitäten im Rahmen der zeitabhängigen Dichtefunktionaltheorie (TDDFT). Die Verwendung analytischer Gradientenmethoden eröffnet den Weg zur simultanen Berechnung der Raman-Intensitäten aller Schwingungsmoden eines Moleküls innerhalb der Polarisierbarkeitstheorie. Die entwickelten Verfahren werden hinsichtlich ihrer Genauigkeit und ihres Rechenaufwandes untersucht und zur Interpretation der Raman-Spektren von Fullerenen eingesetzt.
Lagrange-Funktional --- Resonanz-Raman-Effekt --- Dichtefunktionalformalismus --- analytische Ableitungsmethoden --- Raman-Spektrum --- Polarisierbarkeit --- Ab-initio-Rechnung
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The emission of dibenzofurans and dioxins from industrial processes is a major environmental concern. Focussing on dibenzofuran, this study tend to improve our understanding of the general oxidation chemistry and to provide a mechanism suitable for future modelling studies.Based on quantum chemical methods, energies, chemical structures and reactions are calculated numerically. Not only stable molecules and radicals, but also transition states are reported in this work.
ab initio --- Transition state theory --- Thermochemistry --- DFT --- Dioxin --- Dibenzofuran --- Groupe additivity --- Kinetics --- QRRK --- Isodesmic reactions
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The QM/MM method, short for quantum mechanical/molecular mechanical, is a highly versatile approach for the study of chemical phenomena, combining the accuracy of quantum chemistry to describe the region of interest with the efficiency of molecular mechanical potentials to represent the remaining part of the system. Originally conceived in the 1970s by the influential work of the the Nobel laureates Martin Karplus, Michael Levitt and Arieh Warshel, QM/MM techniques have evolved into one of the most accurate and general approaches to investigate the properties of chemical systems via computational methods. Whereas the first applications have been focused on studies of organic and biomolecular systems, a large variety of QM/MM implementations have been developed over the last decades, extending the range of applicability to address research questions relevant for both solution and solid-state chemistry as well. Despite approaching their 50th anniversary in 2022, the formulation of improved QM/MM methods is still an active field of research, with the aim to (i) extend the applicability to address an even broader range of research questions in chemistry and related disciplines, and (ii) further push the accuracy achieved in the QM/MM description beyond that of established formulations. While being a highly successful approach on its own, the combination of the QM/MM strategy with other established theoretical techniques greatly extends the capabilities of the computational approaches. For instance the integration of a suitable QM/MM technique into the highly successful Monte-Carlo and molecular dynamics simulation protocols enables the description of the chemical systems on the basis of an ensemble that is in part constructed on a quantum-mechanical basis. This eBook presents the contributions of a recent Research Topic published in Frontiers in Chemistry, that highlight novel approaches as well as advanced applications of QM/MM method to a broad variety of targets. In total 2 review articles and 10 original research contributions from 48 authors are presented, covering 12 different countries on four continents. The range of research questions addressed by the individual contributions provide a lucid overview on the versatility of the QM/MM method, and demonstrate the general applicability and accuracy that can be achieved for different problems in chemical sciences. Together with the development of improved algorithms to enhance the capabilities of quantum chemical methods and the continuous advancement in the capacities of computational resources, it can be expected that the impact of QM/MM methods in chemical sciences will be further increased already in the near future.
Quantum Chemistry --- Hybrid Quantum Mechanical/Molecular Mechanical --- Density Functional Theory --- Ab initio/First Principles --- QM/MM --- Empirical Potentials --- Molecular Mechanics --- Force Field --- Quantum Chemistry --- Hybrid Quantum Mechanical/Molecular Mechanical --- Density Functional Theory --- Ab initio/First Principles --- QM/MM --- Empirical Potentials --- Molecular Mechanics --- Force Field
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The term “first-principles calculations” is a synonym for the numerical determination of the electronic structure of atoms, molecules, clusters, or materials from ‘first principles’, i.e., without any approximations to the underlying quantum-mechanical equations. Although numerous approximate approaches have been developed for small molecular systems since the late 1920s, it was not until the advent of the density functional theory (DFT) in the 1960s that accurate “first-principles” calculations could be conducted for crystalline materials. The rapid development of this method over the past two decades allowed it to evolve from an explanatory to a truly predictive tool. Yet, challenges remain: complex chemical compositions, variable external conditions (such as pressure), defects, or properties that rely on collective excitations—all represent computational and/or methodological bottlenecks. This Special Issue comprises a collection of papers that use DFT to tackle some of these challenges and thus highlight what can (and cannot yet) be achieved using first-principles calculations of crystals.
ab initio --- n/a --- magnetic Lennard–Jones --- superconductivity --- global optimisation --- electrical engineering --- first-principles --- semiconductors --- refractory metals --- genetic algorithm --- DFT --- crystal structure prediction --- electronic structure --- indium arsenide --- van der Waals corrections --- charged defects --- Ir-based intermetallics --- point defects --- electronic properties --- learning algorithms --- half-Heusler alloy --- molecular crystals --- chlorine --- optical properties --- ab initio calculations --- magnetic properties --- structure prediction --- thermoelectricity --- high-pressure --- density functional theory --- magnetic materials --- structural fingerprint --- crystal structure --- semihard materials --- silver --- formation energy --- Heusler alloy --- battery materials --- elastic properties --- magnetic Lennard-Jones
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Atomistic simulations, based on ab-initio and semi-empirical approaches, are nowadays widespread in many areas of physics, chemistry and, more recently, biology. Improved algorithms and increased computational power widened the areas of application of these computational methods to extended materials of technological interest, in particular allowing unprecedented access to the first-principles investigation of their electronic, optical, thermodynamical and mechanical properties, even where experiments are not available. However, for a big impact on the society, this rapidly growing field of computational approaches to materials science has to face the unfavourable scaling with the system size, and to beat the time-scale bottleneck. Indeed, many phenomena, such as crystal growth or protein folding for example, occur in a space/time scale which is normally out of reach of present simulations. Multi-scale approaches try to combine different scale algorithms along with matching procedures in order to bridge the gap between first-principles and continuum-level simulations. This Research Topic aims at the description of recent advances and applications in these two emerging fields of ab-inito and multi-scale materials modelling for both ground and excited states. A variety of theoretical and computational techniques are included along with the application of these methods to systems at increasing level of complexity, from nano to micro. Crossing the borders between several computational, theoretical and experimental techniques, this Research Topic aims to be of interest to a broad community, including experimental and theoretical physicists, chemists and engineers interested in materials research in a broad sense.
molecular dynamics simulations --- Classical and Quantum Monte Carlo methods --- ab-initio --- macromolecular complex --- Materials characterization --- Multiscale and Hierarchical modeling --- mechanical --- Electronic and optical properties of solids --- Carbon-based systems --- materials growth --- Density-functional --- molecular dynamics simulations --- Classical and Quantum Monte Carlo methods --- ab-initio --- macromolecular complex --- Materials characterization --- Multiscale and Hierarchical modeling --- mechanical --- Electronic and optical properties of solids --- Carbon-based systems --- materials growth --- Density-functional
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This Special Issue of Nanomaterials collects a series of original research articles providing new insight into the application of computational quantum physics and chemistry in research on nanomaterials. It illustrates the extension and diversity of the field and indicates some future directions. It provides the reader with an overall view of the latest prospects in this fast evolving and cross-disciplinary field
Research & information: general --- BTF --- TATB --- CL-20 --- cocrystal --- energetic materials --- shock sensitivity --- large-scale ab initio molecular dynamics simulations --- AlN --- low-dimensional material --- atomic cluster --- electronic structure --- HSE06 hybrid functional --- CsPbBr3 --- CsPb2Br5 --- solvent polarity --- CTAB --- phase transition --- high-entropy alloys --- generalized stacking fault energy --- first-principles --- interfacial energy --- surface energy --- nanoparticles --- gold --- ab initio --- molecular mechanics --- fcc Ni --- tilt Σ5(210) grain boundary --- vacancy --- Si and Al impurity --- grain boundary energy --- segregation energy --- defects binding energies --- magnetism --- ferroelectricity --- SnTe --- nanoribbon --- nanoflakes --- critical size --- density-functional theory --- thermodynamics --- silver --- decahedron --- excess energy --- ab initio calculations --- dye-sensitized solar cells --- azobenzene --- density functional theory --- topological insulators --- magnetic doping --- defects --- environment and health --- first-principles physics --- DFT --- hazardous gas --- BTF --- TATB --- CL-20 --- cocrystal --- energetic materials --- shock sensitivity --- large-scale ab initio molecular dynamics simulations --- AlN --- low-dimensional material --- atomic cluster --- electronic structure --- HSE06 hybrid functional --- CsPbBr3 --- CsPb2Br5 --- solvent polarity --- CTAB --- phase transition --- high-entropy alloys --- generalized stacking fault energy --- first-principles --- interfacial energy --- surface energy --- nanoparticles --- gold --- ab initio --- molecular mechanics --- fcc Ni --- tilt Σ5(210) grain boundary --- vacancy --- Si and Al impurity --- grain boundary energy --- segregation energy --- defects binding energies --- magnetism --- ferroelectricity --- SnTe --- nanoribbon --- nanoflakes --- critical size --- density-functional theory --- thermodynamics --- silver --- decahedron --- excess energy --- ab initio calculations --- dye-sensitized solar cells --- azobenzene --- density functional theory --- topological insulators --- magnetic doping --- defects --- environment and health --- first-principles physics --- DFT --- hazardous gas
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Ice crystals are the most ubiquitous material found in the cryosphere environment of the Earth, in the planetary system, and also in our daily lives. In recent years, ice crystals have increased in importance as one of the key materials for finding solutions to settle various environmental concerns at a global scale. Furthermore, ice crystals are unique materials which are potentially extremely useful in various applications, for example, within the food sciences, medical sciences, and other fields. In dealing with these interesting subjects, research on ice crystals has been more actively pursued in recent years. The Special Issue “Ice Crystals” presents a wide varieties of topics related to ice crystals. It can be considered as a status report reviewing the recent research on ice crystals and serves to provide readers with information on the latest developments concerning ice crystals.
coarsening kinetics --- antifreeze protein --- microstructure --- ice crystals --- decomposition --- formation --- cryo-photo microscopy --- cryoprotective agent --- ice cream --- reformation --- tomography --- deformation --- clathrate hydrate --- Negative thermal expansivity --- tetrahydrofuran --- ice crystal --- pressure --- molecular dynamics --- Grüneisen parameter --- modelling --- ab initio calculation --- freezing --- nanoscale pores --- quasi-liquid layer --- electron paramagnetic resonance --- potential of mean force --- gas hydrate --- spin labeling --- pre-decomposition pressure --- mW model
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This Special Issue gathers research from different branches of science and engineering disciplines working on experiments and modelling of nanocomposites into one volume. The Guest Editor welcomes papers dedicated to experimental, computational, and theoretical aspects dealing with many important state-of-the-art technologies and methodologies regarding the synthesis, fabrication, characterization, properties, design, and applications, and both finite element analysis and molecular dynamic simulations, of nanocomposite materials and structures. Full papers covering novel topics, extending the frontiers of the science and technology of nanoreinforced composites are encouraged. Reviews covering topics of major interest will be also considered.
ab initio --- critical yield strength --- carbon nanotube --- impact buckling --- elasticity --- molecular dynamics simulation --- magnetism --- coarse-grained model --- 3D fiber-metal laminates --- mechanical property --- interface --- nanocomposites --- interface force fields --- YN --- graphene/Fe composite --- cohesive element --- stability --- ScN --- delamination propagation --- interfaces --- graphene nanoplatelets --- nanoindentation --- pressure --- molecular dynamics --- piezoelectric property --- temperature effect --- Fe-Al --- hardness --- equivalent fiber --- disorder --- Fe3Al --- elastic modulus --- delamination buckling --- CNT agglomeration --- CNTs/epoxy nanocomposites --- boron nitride honeycomb
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