Dissertations / Theses on the topic 'Crystallization Kinetics - Glasses'
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Brauer, Stephan F. "The kinetics of rapid crystallization of metallic glasses." Thesis, McGill University, 1992. http://digitool.Library.McGill.CA:80/R/?func=dbin-jump-full&object_id=39382.
Full textBurgner, Lori Lynn. "Crystallization kinetics of lithium disilicate and sodium silicate glasses." Diss., The University of Arizona, 2000. http://hdl.handle.net/10150/279818.
Full textMukherjee, Sundeep Johnson W. L. "Study of crystallization behavior, kinetics and thermodynamics of bulk metallic glasses using noncontact electrostatic levitation technique /." Diss., Pasadena, Calif. : California Institute of Technology, 2005. http://resolver.caltech.edu/CaltechETD:etd-01282005-111916.
Full textBruna, Escuer Pere. "Microstructural characterization and modelling in primary crystallization." Doctoral thesis, Universitat Politècnica de Catalunya, 2007. http://hdl.handle.net/10803/6588.
Full textLes dades experimentals obtingudes a partir de l'estudi calorimètric de cristal·litzacions primàries s'analitzen generalment en el marc del model KJMA (Kolmogorov, Johnson & Mehl, Avrami). Aquest model proporciona l'evolució temporal de la fracció transformada basant-se en tres hipòtesis:
- Els nuclis de la fase secundaria estan distribuïts aleatòriament en tot l'espai.
- El creixement d'aquests nuclis és isotròpic.
- El creixement s'atura únicament per xoc directe (hard impingement).
En la cristal·lizació de vidres metàl·lics s'ha observat experimentalment un alentiment de la cinètica respecte del comportament calculat emprant la citada cinètica KJMA. Aquest alentiment s'explica a la literatura en base a que en aquest tipus de transformacions, controlades per difusió, la interacció entre els cristalls no és directa sinó que es produeix a través dels perfils de concentració (soft impingement) i, a més, l'evolució d'aquests perfils de concentració causa canvis en la concentració de la matriu amorfa, estabilitzant la i per tant fent que la nucleació de nous cristalls esdevingui no aleatòria. Diversos autors han proposat modificacions del model KJMA per tal d'intentar superar aquestes limitacions, basats bé en consideracions geomètriques, bé en aproximacions de camp mitjà. A pesar de tot, cap d'aquests models és capaç d'explicar satisfactòriament la cinètica observada en cristal·litzacions primàries. L'objectiu d'aquest treball ha estat la simulació realista de la cinètica de les transformacions primàries per trobar una explicació consistent a les diferències observades entre les dades experimentals i els models teòrics disponibles.
Per tal de poder descriure de forma realista el procés de cristal·lització primària s'ha d'estudiar el procés de nucleació i creixement de la fase secundaria alhora que es resol l'equació de difusió en la fase primària. En aquest treball s'ha emprat un model de simulació phase field que permet estudiar aquest sistema introduint una nova variable lligada al camp de concentració que pren dos valors diferents segons es tracti de fase transformada o no transformada. Amb aquest tipus de models també es poden introduir diferents protocols de nucleació i per tant estudiar independentment els efectes de la nucleació en la cinètica. D'aquesta manera s'han realitzat simulacions en 2 i 3 dimensions de cristal·litzacions primàries amb diferents graus de fracció transformada final). Els resultats de les simulacions s'ha comparat amb el model KJMA i, contra el que es preveia, s'ha obtingut un bon acord entre les fraccions transformades del model KJMA i de les simulacions. Donat que el model KJMA no reprodueix satisfactòriament el comportament experimental d'aquest resultat es dedueix que ni el soft impingement ni la nucleació no aleatòria son les responsables de l'alentiment de la cinètica obtingut en cristal·litzacions primàries.
Per tal de trobar una explicació físicament convincent del comportament observat experimentalment s'ha aprofundit en l'estudi teòric de les cristali·litzaciones primàries, incloent-hi l'efecte dels canvis composicionals que tenen lloc en la matriu a mesura que la transformació es produeix. Aquest fet, tot i ser conegut a la bibliografia, ha estat sistemàticament ignorat en l'elaboració de models cinètics. En concret, s'ha fet palès que canvis en la composició química de la fase primària han d'afectar de forma radical a la viscositat, que varia fortament a prop de la transició vitrea, i han de produir canvis en les propietats de transport atòmic. Això s'ha modelat a través de l'assumpció d'un coeficient de difusió depenent de la concentració, en base a la relació modificada d'Stokes-Einstein entre la viscositat i el coeficient de difusió. Les simulacions phase-field amb un coeficient de difusió d'aquest tipus donen lloc a una cinètica més lenta i que mostra un acord excel·lent amb la cinètica experimentalment observada en cristal·litzacions primàries de vidres metàl·lics. Per tant, les simulacions phase field confirmen que la cinètica de les cristal·litzacions primàries està controlada fonamentalment pel canvi en les propietats de transport atòmic, mentre que els efectes de soft impingement i nucleació no aleatoria, tot i estar presents, son secundaris.
El objetivo de la tesi es estudiar la cinética de las cristalizaciones primarias en vidrios metálicos mediante simulaciones de tipo phase field. Una cristalización primaria es una transición de fase sólido-sólido donde la fase que cristaliza (fase transformada o fase secundaria) tiene una composición química diferente a la fase precursora (fase no transformada o fase primaria).
Los datos experimentales obtenidos a partir del estudio calorimétrico de cristalizaciones primarias se analizan generalmente en el marco del modelo KJMA (Kolmogorov, Johnson & Mehl, Avrami). Este modelo proporciona la evolución temporal de la fracción transformada basándose en tres hipótesis:
- Los núcleos de la fase secundaria están distribuidos aleatoriamente en todo el espacio
- El crecimiento de estos núcleos es isotrópico
- El crecimiento se detiene únicamente por choque directo (hard impingement).
En la cristalización de vidrios metálicos se ha observado experimentalmente un retardo de la cinética respecto del comportamiento calculado usando la cinética KJMA. Este retardo se explica en la literatura en base a que en este tipo de transformaciones, controladas por difusión, la interacción entre los cristales no es directa sino que se produce a través de los perfiles de concentración (soft impingement) y, además, la evolución de estos perfiles de concentración causa cambios en la concentración de la matriz amorfa, estabilizándola y por tanto haciendo que la nucleación de nuevos cristales sea no aleatoria. Varios autores han propuesto modificaciones del modelo KJMA para intentar superar estas limitaciones, basados bien en consideraciones geométricas, bien en aproximaciones de campo medio. A pesar de todo, ninguno de estos modelos es capaz de explicar satisfactoriamente la cinética observada en cristalizaciones primarias. El objetivo de este trabajo ha sido la simulación realista de la cinética de las transformaciones primarias para hallar una explicación consistente a las diferencias entre los datos experimentales y los modelos teóricos disponibles.
Para describir de manera realista el proceso de cristalización primaria se tiene que estudiar el proceso de nucleación y crecimiento de la fase secundaria a la vez que se resuelve la ecuación de difusión en la fase primaria. En este trabajo se ha usado un modelo de simulación phase-field que permite estudiar este sistema introduciendo una nueva variable ligada al campo de concentración que toma dos valores diferentes según se trate de fase transformada o no transformada. Con este tipo de modelos también se pueden introducir diferentes protocolos de nucleación y por tanto estudiar independientemente los efectos de la nucleación en la cinética. De esta manera se han realizado simulaciones en 2 y 3 dimensiones de cristalizaciones primarias con diferentes grados de fracción transformada final. Los resultados de la simulaciones se han comparado con el modelo KJMA y, en contra de lo que se preveía, se ha obtenido un buen acuerdo entre las fracciones transformadas del modelo KJMA y de las simulaciones. Dado que el modelo KJMA no reproduce satisfactoriamente el comportamiento experimental, de este resultado se deduce que ni el soft impingement ni la nucleación no aleatoria son las responsables del retardo en la cinética obtenido en cristalizaciones primarias.
Para encontrar una explicación físicamente convincente del comportamiento observado experimentalmente se ha profundizado en el estudio teórico de las cristalizaciones primarias, incluyendo el efecto de los cambios composicionales que tienen lugar en la matriz a medida que la transformación se produce. Este hecho, aún y ser conocido en la bibliografía, ha sido sistemáticamente ignorado en la elaboración de modelos cinéticos. En concreto, se ha hecho patente que cambios en la composición química de la fase primaria tienen que afectar de forma radical a la viscosidad, que varía fuertemente cerca de la transición vítrea, y tienen que producirse cambios en las propiedades de transporte atómico. Esto se ha modelado a través de la asunción de un coeficiente de difusión dependiente de la concentración, en base a la relación de Stokes-Einstein modificada entre la viscosidad y el coeficiente de difusión. Las simulaciones phsae-field con un coeficiente de difusión de este tipo dan lugar a una cinética más lenta y que muestra un acuerdo excelente con la cinética experimentalmente observada en cristalizaciones primarias de vidrios metálicos. Por tanto, las simulaciones phase-field confirman que la cinética de las cristalizaciones primarias está controlada fundamentalmente por los cambios en las propiedades de transporte atómico, mientras que los efectos de soft-impingement y nucleación no aleatoria, aún y estar presentes, son secundarios.
The aim of this thesis is to study the kinetics of primary crystallization in metallic glasses by means of phase-field simulations. A primary crystallization is a solid-solid phase transformation where the crystallized phase (transformed phase or secondary phase) has a chemical composition different than the precursor phase (untransformed phase or primary phase).
Experimental data from calorimetric studies of primary crystallization are usually studied in the framework of the KJMA model (Kolmogorov, Johnson & Mehl, Avrami). This model yields the temporal evolution of the transformed fraction on the basis of three main assumptions:
- A random distribution of particle nuclei of the secondary phase
- The growth of these nuclei is isotropic
- The growth is only halted by direct collisions (hard impingement).
In the crystallization of metallic glasses, a slowing down of the kinetics respect the behavior calculated with the KJMA kinetics has been observed. This delay is explained in the literature by the fact that in this kind of transformations, that are diffusion controlled, the interaction between the crystals is not direct but through the concentration profiles (soft impingement) and moreover, the evolution of these profiles causes changes in the concentration of the amorphous matrix, stabilizing it and thus, the nucleation of new nuclei become non random. Several authors had proposed modifications to the KJMA model to try to overcome these limitations, based either on geometrical considerations or in mean field approaches. However, none of these models is able to explain the observed kinetics in primary crystallizations. The aim of this work has been the realistic simulation of the kinetics of primary crystallization to find a explanation to the differences between the experimental data and the available theoretical models.
In order to describe in a realistic way the process of a primary crystallization, the nucleation and growth process of the secondary phase has to be studied at the same time that the diffusion equation is solved in the primary phase. In this work, it has been used a phase field model for the simulations that allows to study this system introducing a new variable, coupled to the concentration field, that takes two different values in each of the existing phases. With these kinds of models, different nucleation protocols can also be introduced and thus, independently study the effects of the nucleation in the kinetics. Therefore, 2 and 3 dimensional simulations of primary crystallization have been performed with several degrees of final transformed fraction. The simulation results have been compared with the KJMA model and, unexpectedly, a good agreement between the simulations and the KJMA model has been obtained. As the KJMA model does not reproduce satisfactorily the experimental behavior, from this result can be deduced that neither the soft impingement nor the non random nucleation are the responsible of the slowing down observed in the kinetics of primary crystallization.
In order to find a physical convincing explanation of the observed experimental behavior, the theoretical study of primary crystallization has been extended, including the effects of the compositional changes that take place in the matrix as the transformation proceed. This fact, notwithstanding being known in the literature, has been systematically ignored in the development of the kinetics models. In particular, it has become clear that changes in the chemical composition of the primary phase have to radically affect the viscosity, that strongly varies near the glass transition, and some changes in the atomic transport properties must occur. This has been modeled through the assumption of a compositional dependent diffusion coefficient, on the basis of a modified Stokes-Einstein relation between viscosity and diffusion coefficient. Phase field simulations with a diffusion coefficient of this type yield a slower kinetics and show an excellent agreement with the kinetics experimentally observed in primary crystallization of metallic glasses. Thus, phase field simulations confirm that the kinetics of primary crystallization is fundamentally controlled by the changes in the atomic transport properties, while the soft impingement and non random effects, although being present, are secondary.
Kosiba, Konrad. "Flash-Annealing of Cu-Zr-Al-based Bulk Metallic Glasses." Doctoral thesis, Saechsische Landesbibliothek- Staats- und Universitaetsbibliothek Dresden, 2017. http://nbn-resolving.de/urn:nbn:de:bsz:14-qucosa-222874.
Full textRuiz, Guadalupe Natalia. "Relaxation dynamics and crystallization kinetics of glass-forming drugs." Doctoral thesis, Universitat Politècnica de Catalunya, 2018. http://hdl.handle.net/10803/663205.
Full textLas fases vítreas son importantes en la vida diaria, en industrias como la alimentaria, farmacéutica y construcción, y son responsables de mecanismos vitales en organismos vivos. Mientras que los cristales son fases sólidas que muestran periodicidad en sus átomos o moléculas constituyentes, los vidrios son sólidos desordenados que carecen de orden posicional de largo alcance pero que se comportan mecánicamente como sólidos. El cap. 1 introduce las características y dinámica de las fases vítreas. Cómo se derivan de la fase líquida y cómo se transforman en la fase sólida cristalina, termodinámicamente más estable. La temperatura a la que un líquido se transforma en la fase amorfa (vítrea) se denomina temperatura de transición vítrea, Tg. En esta tesis se estudió experimentalmente la dinámica de relajación de prilocaína (PLC) y estiripentol (STP), y el proceso de cristalización isotérmica del último. Ambas sustancias son fármacos utilizados en aplicaciones médicas principalmente como anestesia y para el tratamiento de la epilepsia, respectivamente. Los materiales estudiados han sido analizados por Espectroscopia Dieléctrica de Banda Ancha (BDS), Calorimetría de Barrido Diferencial, Difracción de Rayos X, espectroscopía Raman e I.R y microscopía confocal. Los principios físicos de BDS, la principal herramienta experimental empleada, se presentan en el Cap. 2 y las configuraciones experimentales en el Cap. 3. En productos farmacéuticos es vital controlar y prever la fase de agregación y velocidad de disolución de la sustancia. Muchos medicamentos son poco solubles en agua y, por lo tanto, en medios biológicos. El estado vítreo es un estado de no equilibrio que presenta una mayor energía libre que el cristal. Consecuentemente, un medicamento vítreo se disuelve más rápidamente y puede absorberse mejor. Sin embargo, la mayor energía libre de las fases vítreas representa al mismo tiempo un problema importante para su vida útil, ya que las fases metaestables son propensas a transformarse espontáneamente en el estado cristalino estable. Ésto es un problema importante, ya que la dosificación incorrecta o la aglomeración de un medicamento pueden volverlo inútil o tóxico para el cuerpo humano. Comprender la dinámica vítrea y la cristalización de las drogas, y su interacción con el agua es clave para desarrollar productos más eficientes. El agua es el solvente biológico universal. En la mayoría de los materiales el agregado de agua conduce a una disminución de la viscosidad o a un aumento de la movilidad molecular, dando una Tg más baja (más agua, menos Tg). Esto se conoce como el efecto plastificante del agua. El Cap. 4 presenta un análisis detallado de la PLC pura e hidratada, mostrando que la adición de agua a PLC conduce a la formación de complejos PLC-agua, posiblemente monómeros o dímeros conectados por agua que aumentan la Tg. Este efecto antiplastificante del agua sobre la movilidad molecular de un simple formador de vidrio representa una excepción significativa a la supuesta universalidad del agua como plastificante de fármacos. Los orígenes físico-químicos de este comportamiento se han confirmado al estudiar el efecto del confinamiento del fármaco puro e hidratado en los poros de una estructura no porosa (Cap. 5). En el caso de STP se estudió la dinámica vítrea y el proceso de cristalización (Cap. 6). Se encontró una correlación sublineal entre el tiempo característico de crecimiento del cristal y el tiempo de relajación de la dinámica cooperativa de relajación del STP y en otras sustancias, sugiriendo una correlación general a temperaturas superiores a Tg. Esto podría permitir predecir el tiempo de cristalización de una sustancia en función de la temperatura. Los resultados de esta tesis proporcionan información valiosa sobre la dinámica de relajación y cinética, así como la estabilidad de fase que podrían ser generales para otros fármacos
Costa, Francine Bettio. "Resolução de sobreposição de picos de cristalização, pelo método de Kurajica, caso não isotérmico, em vidros teluretos e fosfatos /." Ilha Solteira : [s.n.], 2010. http://hdl.handle.net/11449/91981.
Full textBanca: Walter Katsumi Sakamoto
Banca: Silvio Rainho Teixeira
Resumo: Os vidros preparados para diversas aplicações têm um ponto em comum: a possibilidade de nuclear e cristalizar novas fases, quando preparados a partir de uma massa fundida ou através de um tratamento térmico acima da temperatura de transição vítrea. Neste trabalho são apresentadas de forma sucinta as formulações teóricas de formação de vidros incidindo principalmente nos processos de nucleação e crescimento de fases. O estudo da cristalização de vidros pode ser feito através de métodos cinéticos baseados na descrição teórica formulada por Johnson-Mehl- Avrami (JMA). Estes métodos descrevem os processos de nucleação e cristalização utilizando dados provenientes das curvas de DTA/DSC. Uma delas é aquela proposta por Kurajica, que determina os parâmetros cinéticos utilizando um modelo para a resolução da sobreposição dos picos de cristalização. Para a aplicação deste modelo, foram utilizados vidros teluretos, de composição 80TeO2 - 10Nb2O5 - 8Li2O - 2V2O5 (mol%) denominados TNLV, e vidros fosfatos, de composição 50P2O5 - 36Na2O - 10CdO - 4La2O3 (mol%), dopados com 20 e 60mg de CeO2 denominados PNCL20 e PNCL60. O estudo cinético teve início com a identificação das fases cristalinas formadas, utilizando a difratometria de raios X (DRX). Considerando a formação de três fases cristalinas para cada sistema vítreo, a equação proposta por Kurajica foi aplicada, utilizando o software Origin 7.0, para determinação dos parâmetros cinéticos, a partir dos ajustes dos dados de DSC. Os coeficientes de Avrami (n) determinados mostraram que para o sistema TNLV o crescimento se dá em três dimensões com mecanismos diferentes, enquanto que para os sistemas PNCL20 e PNCL60, o crescimento ocorre em três dimensões com reação de interface. Foi observado que... (Resumo completo, clicar acesso eletrônico abaixo)
Abstract: The glasses prepared for various applications have one common point: the possibility of new phases nucleation and crystallization, when prepared from a melt or through a heat treatment above the glass transition temperature. In this work are presented briefly the theoretical formulations of formation of glass focusing mainly in the processes of phases nucleation and growth. The study of glass crystallization can be done by kinetic methods based on the theoretical description formulated by Johnson- Mehl-Avrami (JMA). These methods describe the processes of nucleation and crystallization using data from DTA/DSC curves. One model is that proposed by Kurajica which determine the kinetic parameters resolving overlapping peaks of crystallization. To apply this model were used a tellurite glass, with composition 80TeO2 - 10Nb2O5 - 8Li2O - 2V2O5 (mol%) denominated TNLV, and two phosphate glasses of composition 50P2O5 - 36Na2O - 10CdO - 4La2O3 (mol%) doped with 20 and 60mg of CeO2 denominated PNCL20 and PNCL60. The kinetic study started us with the identification of crystalline phase, using the X-ray diffraction (XRD). Considering that three crystalline phases are formed for each glassy system, the Kurajica equation was applied using the Origin 7.0 software, for determining the kinetic parameters. The calculated Avrami coefficients (n) shown that for the TNLV system the growth occurs in three dimensions with different mechanisms, while for the PNCL20 and PNCL60 systems the growth occurs in three dimensions with an interface reaction. It was observed that the PNCL20 system has higher activation energy that the PNCL60 system and XRD patterns showed that the characteristic peaks of the phases containing CeO2, become higher and thinner in the system PNCL60. These results show that the cerium may favors the glass crystallization.
Mestre
Costa, Francine Bettio [UNESP]. "Resolução de sobreposição de picos de cristalização, pelo método de Kurajica, caso não isotérmico, em vidros teluretos e fosfatos." Universidade Estadual Paulista (UNESP), 2010. http://hdl.handle.net/11449/91981.
Full textCoordenação de Aperfeiçoamento de Pessoal de Nível Superior (CAPES)
Os vidros preparados para diversas aplicações têm um ponto em comum: a possibilidade de nuclear e cristalizar novas fases, quando preparados a partir de uma massa fundida ou através de um tratamento térmico acima da temperatura de transição vítrea. Neste trabalho são apresentadas de forma sucinta as formulações teóricas de formação de vidros incidindo principalmente nos processos de nucleação e crescimento de fases. O estudo da cristalização de vidros pode ser feito através de métodos cinéticos baseados na descrição teórica formulada por Johnson-Mehl- Avrami (JMA). Estes métodos descrevem os processos de nucleação e cristalização utilizando dados provenientes das curvas de DTA/DSC. Uma delas é aquela proposta por Kurajica, que determina os parâmetros cinéticos utilizando um modelo para a resolução da sobreposição dos picos de cristalização. Para a aplicação deste modelo, foram utilizados vidros teluretos, de composição 80TeO2 - 10Nb2O5 - 8Li2O - 2V2O5 (mol%) denominados TNLV, e vidros fosfatos, de composição 50P2O5 - 36Na2O - 10CdO - 4La2O3 (mol%), dopados com 20 e 60mg de CeO2 denominados PNCL20 e PNCL60. O estudo cinético teve início com a identificação das fases cristalinas formadas, utilizando a difratometria de raios X (DRX). Considerando a formação de três fases cristalinas para cada sistema vítreo, a equação proposta por Kurajica foi aplicada, utilizando o software Origin 7.0, para determinação dos parâmetros cinéticos, a partir dos ajustes dos dados de DSC. Os coeficientes de Avrami (n) determinados mostraram que para o sistema TNLV o crescimento se dá em três dimensões com mecanismos diferentes, enquanto que para os sistemas PNCL20 e PNCL60, o crescimento ocorre em três dimensões com reação de interface. Foi observado que...
The glasses prepared for various applications have one common point: the possibility of new phases nucleation and crystallization, when prepared from a melt or through a heat treatment above the glass transition temperature. In this work are presented briefly the theoretical formulations of formation of glass focusing mainly in the processes of phases nucleation and growth. The study of glass crystallization can be done by kinetic methods based on the theoretical description formulated by Johnson- Mehl-Avrami (JMA). These methods describe the processes of nucleation and crystallization using data from DTA/DSC curves. One model is that proposed by Kurajica which determine the kinetic parameters resolving overlapping peaks of crystallization. To apply this model were used a tellurite glass, with composition 80TeO2 - 10Nb2O5 - 8Li2O - 2V2O5 (mol%) denominated TNLV, and two phosphate glasses of composition 50P2O5 - 36Na2O - 10CdO - 4La2O3 (mol%) doped with 20 and 60mg of CeO2 denominated PNCL20 and PNCL60. The kinetic study started us with the identification of crystalline phase, using the X-ray diffraction (XRD). Considering that three crystalline phases are formed for each glassy system, the Kurajica equation was applied using the Origin 7.0 software, for determining the kinetic parameters. The calculated Avrami coefficients (n) shown that for the TNLV system the growth occurs in three dimensions with different mechanisms, while for the PNCL20 and PNCL60 systems the growth occurs in three dimensions with an interface reaction. It was observed that the PNCL20 system has higher activation energy that the PNCL60 system and XRD patterns showed that the characteristic peaks of the phases containing CeO2, become higher and thinner in the system PNCL60. These results show that the cerium may favors the glass crystallization.
Bosq, Nicolas. "Nanocomposites à matrice polymère : influence de silices nanostructurées sur la cristallisation, la transition vitreuse et les propriétés thermomécaniques." Phd thesis, Université Nice Sophia Antipolis, 2013. http://tel.archives-ouvertes.fr/tel-00932853.
Full textRamos, Aline. "Nucleation et croissance cristallines dans un verre sio::(2)-al::(2)o::(3)-li::(2)o : etude par microscopie electronique a haute resolution et absorption des rayons x." Paris 6, 1988. http://www.theses.fr/1988PA066504.
Full textMukherjee, Sundeep. "Study of Crystallization Behavior, Kinetics and Thermodynamics of Bulk Metallic Glasses Using Noncontact Electrostatic Levitation Technique." Thesis, 2005. https://thesis.library.caltech.edu/388/2/Title_Abstract.pdf.
Full textThe exceptional stability against crystallization of recently developed bulk metallic glasses, together with the non-contact measurement techniques to investigate their thermophysical properties, have opened the doors for detailed studies of these systems in the deep undercooled liquid state. The primary objective of this thesis is identification of reliable predictive indicators of glass-forming ability based on the measured thermophysical properties and intrinsic crystallization behavior of bulk metallic glasses. A number of bulk metallic glass-forming alloys having widely different glass-forming abilities are chosen for this investigation. All of the measurements are carried out using the noncontact high vacuum electrostatic levitation technique to avoid any heterogeneous nucleation effects from container walls or environment.
The measured kinetic properties, viscosity, and free volume are found to have the most pronounced influence on glass-forming ability, while the thermodynamics show weak correlation with the trends in glass-formation. The glass-forming melts show orders of magnitude higher viscosity compared to pure metals. Among the glass-forming alloys, better glass formers have higher melting temperature viscosity, higher fragility, and show a smaller change in volume upon crystallization compared to poor glass formers. The melting temperature viscosity is correlated with volume change upon crystallization in accordance with Cohen-Grest free-volume theory for a wide variety of alloys.
To quantify the glass-forming ability, Time-Temperature-Transformation (TTT) curves of a number of glass-forming melts are measured over a wide temperature range between their glass-transition and melting temperatures. A pronounced effect of overheating is observed on the undercooling levels and crystallization time scales. This is attributed to oxide particles acting as heterogeneous nucleation sites unless dissolved by overheating above their melting points. The TTT curves, obtained after eliminating the heterogeneous influences, are found to scale with their respective glass transition temperatures. The TTT curves are analyzed within the framework of nucleation theory to obtain a quantitative correlation between crystal-melt interfacial tension, melt viscosity, and glass forming ability.
Finally, the crystallization behavior, microstructure, and melt viscosity of an in situ ductile phase reinforced amorphous matrix composite is investigated as a function of the processing temperature. The results for the in situ composite are compared with those of the monolithic bulk metallic glasses.
Kosiba, Konrad. "Flash-Annealing of Cu-Zr-Al-based Bulk Metallic Glasses." Doctoral thesis, 2016. https://tud.qucosa.de/id/qucosa%3A30262.
Full textWu, Shyue Sheng, and 吳學陞. "A study on the Kinetics of Glass Formation,Crystallization and." Thesis, 1996. http://ndltd.ncl.edu.tw/handle/31197988890574530717.
Full textLiu, Zhen Xing, and 劉振興. "Crystallization Kinetics of Cordierite Glass-Ceramic Prepared by Sol-Gel and." Thesis, 2002. http://ndltd.ncl.edu.tw/handle/46779845478489639091.
Full text國立交通大學
材料科學與工程系
90
Cordierite glass-ceramic (2MgO-2Al2O3-5SiO2) was prepared by using Sol-Gel and Melt-Quench method. We discussed the phonamenon of crystallization by using TGA, DTA, XRD, FT-IR, STEM/EDS. In order to understand the influence of nucleating agent for crystallization, we added 2 wt% TiO2 or 2 wt% ZrO2 into cordierite glass-ceramic. We found that the addition of TiO2 and ZrO2 decreased the activation energy .Owing to the viscous flow of glass-powder during heat treament, the activation energy for glass-powder was lower than the one for gel-powder. For both gel and glass-powder, μ-cordierite appeared between 900℃ and 1100℃, and μ-cordierite would transform to α-cordierite above 1100℃. For the sample which ZrO2 was added, there would be t-ZrO2.
LIAO, CEN-LOU, and 廖岑樓. "Crystallization and kinetics study of CaO-P2 O5 glass-ceramicsystem added Al2 O3." Thesis, 1991. http://ndltd.ncl.edu.tw/handle/41433710748487182060.
Full textKashyap, Satadru. "Effect of crystallinity on crack propagation and mineralization of bioactive glass 45S5." Master's thesis, 2010. http://hdl.handle.net/10048/1330.
Full textMaterials Engineering
Lin, Yu-Chien, and 林雨謙. "Non-isothermal crystallization kinetics studies on glass ceramics transformed from coal bottom ash with CaCO3-Na2CO3 additives." Thesis, 2008. http://ndltd.ncl.edu.tw/handle/61820624692867030409.
Full text國立成功大學
資源工程學系碩博士班
96
The major electric power supply is thermal power plant in Taiwan, instead of nuclear power plant. It is estimated that above 2,000,000 tons of coal ash was produced annually in Taiwan, the other fly ash of 80% and another bottom ash of 20%. Coal ash has been investigated continuously in the world in order to reduce effect of coal ash on environment. Reuse of fly ash has rather fruitage in ten years, treatment of bottom ash is restricted in landfill, lack of place is produced in the further. Therefore, resource recycle of the bottom ash has become an urgent subject recently. The chemical composition of bottom ashes are the same with the raw materials of glasses. The research used bottom ashes as materials to produce glass by melt after adding network modifier (15wt%CaCO3, 10wt%Na2CO3). Base on Differential Thermal Analysis, the glass transition temperature is 801℃ and the softing point appears in 832℃. There is a crystallization exothermic peaks in 931℃ before 1200℃. After heat treated on the glass and analyzed by X-ray diffraction, the crystal phase is anorthite, but has different composition in several temperatures. Representative DTA thermographs taken at different heating rates can get the volume fraction of crystallites, χ. This study find that the mean value of the kinetic exponent, n, is three and the growth mechanism of crystal particles, m, is two using the equation derived by K. Matusita. From the kinetic exponent, the activation energies of crystallization were caculated to be 524.5kJ mol-1 for Marotta`s equation and 378.3kJ mol-1 for Kissinger`s equation. It shows that the activation energies have deviation without considering the crystallization and heat treated mechanism. The growth mechanism of crystal particles is two, so the crystal habit is tabular. The surface and cross-section of the glass ceramic show the tabular crystal`s growth by scanning electron microscopy, and the calculation was proved by this. The cross-section of the glass ceramic by optical microscopy shows that it is denser and more porous than the initial glass.
Chu, Tien-Chun, and 朱天鈞. "Characterization and Crystallization Kinetics of glass-ceramics prepared from a mixture of MSWI fly ash and EAF dust." Thesis, 2011. http://ndltd.ncl.edu.tw/handle/08588291658602153066.
Full text國立中央大學
環境工程研究所
99
Municipal incinerator fly ash (MSWI fly ash) and electeric arc furnace dust (EAF dust) account for the main of the industrial hazadours waste in the past decade. For environmental concerns, the safe treatment and recycling of such waste has been in great demand in the nation. This study explores the properties of glass-ceramic prepared by combined vitrification/recrystallization approach from a mixture of MSWI fly ash, EAF dust and waste glass cullet. The experimental procedures involving the modification of fly ash and controlled crystallization heat-treatments were performed to convert modified ash into useful glass-ceramic composites. The re-crystallization behavior and kinetics of a waste-derived glass-ceramic was evaluated under non-isothermal conditions using differential thermal analysis (DTA). With respect to the modification of MSWI fly ash compositions, it was found that a relatively stable slag-derived glass with suitable glass-forming ability, chemical durability and higher the re-crystallization tendency could be obtained by mixing 60 wt.% MSWI fly ash, 20 wt.% EAF dust, and 20 wt.% waste glass cullet. Pre-nucleation experimental results indicated that the temperature and time of maximum nucleation rate were 700 oC and 30 min, respectively. The crystallographic and microstructural analysis of the produced glass-ceramic that nucleated at 700 oC for 30 min and crystallized at 750-1000 oC for 1 h, revealed the presence of three major crystalline phases, melilite (gehlenite (Ca2Al2SiO7)-akermanite (Ca2MgSi2O7) solid solutions), augite (diopside–hedenbergite solid solutions, Ca(Mg,Fe)Si2O6) and uvarovite (Ca3Cr2(SiO4)3) together with an equiaxed grain morphology that was embedded in the glassy matrix. But third crystalline phase of uvarovite begins to appear at crystallization treatment temperature of above 900°C and the amount of augite and uvarovite increased with increasing crystallization temperature. The activation energies (Ec) of the crystallization of the annealed and pre-nucleated glass samples, determined by modified Kissinger and Ozawa equations, were in the range of 367.4-395.2 and 199.8-214.6 kJ/mol, respectively, and the obtained Avrami constant (n) was 1.8 for the annealed glass and 1.5 for the pre-nucleated glass. These results verify that the difference between the Ec values of the annealed and pre-nucleated glasses is very significant, suggesting that mixed ash-based glass is suitable for use in the two-stage crystallization thermal-treatment in this study. The best physical, microstructural, mechanical and chemical durability properties of the glass-ceramic were produced at 950-1000°C for 1 hour heat-treatment, making them suitable for use as construction and decoration materials.
Deptuch, Aleksandra. "Wpływ struktury molekularnej na właściwości termotropowych chiralnych związków ciekłokrystalicznych badany metodami eksperymentalnymi i obliczeniowymi." Praca doktorska, 2019. https://ruj.uj.edu.pl/xmlui/handle/item/79702.
Full textAn influence of the molecular structure on the phase sequence and physical properties of ten chiral liquid crystalline esters of the 3FmXiPhX2 series (m = 2, 4, 5, 6, 7; X1, X2 = H, F) were studied by complementary experimental and computational methods. Based on quantum-mechanical computations (by DFT and semi-empirical AM1 method) a correction for the nonlinear shape of the molecules was proposed, its four different definitions were tested and it was shown that the saturated values of the tilt angle of molecules can be successfully estimated based on X-ray diffraction as long as the shape-related correction is considered. The DFT results were also used to analyze the FT-IR spectra of the 3F2HPhF compound. Polymorphism of liquid crystalline and crystalline phases were investigated, moreover the kinetics of the crystallization process were studied for chosen homologues (3FmHPhF and 3FmFPhF, m = 5, 7). The temperature dependencies of the spontaneous polarisation, the switching time, the rotational viscosity, the smectic layer thickness, the tilt angle as well as the average distances between molecules and the correlation length within smectic layers were determined. Relaxation processes in the smectic phases were identified (as the Goldstone mode, soft mode, ferroelectric phason, antiferroelectric phason, domain mode and alpha mode). For three 3FmHPhF homologues (m = 5, 6, 7), exhibiting the vitrified SmC*A phase, the fragility parameter was determined based on the temperature dependence of relaxation time of the alpha mode.