The influence of soil water repellency (WR) on vegetation recovery after a fire is poorly understood. This dissertation presents strategies to broaden opportunities for enhanced post-fire rangeland restoration and monitoring of burned piñon and juniper (P-J) woodlands by: 1) mapping the extent and severity of critical and subcritical WR, 2) determining the influence of WR on soil ecohydrologic properties and revegetation success, and 3) evaluating the suitability of a wetting agent composed of alkylpolyglycoside-ethylene oxide/propylene oxide block copolymers as a post-fire restoration tool for ameliorating the effects of soil WR and increasing seedling establishment. Results indicate that: • Post-fire patterns of soil WR were highly correlated to pre-fire P-J woodland canopy structure. Critical soil WR levels occurred under burned tree canopies while sub-critical WR extended out to approximately two times the canopy radius. At sites where critical soil WR was present, infiltration rate, soil moisture, and vegetation cover were significantly less than at non-hydrophobic sites. These parameters were also reduced in soils with subcritical WR relative to non-hydrophobic soils (albeit to a lesser extent). Aerial photography coupled with feature extraction software and geographic information systems (GIS) proved to be an effective tool for mapping P-J cover and density, and for scaling-up field surveys of soil WR to the fire boundary scale. • Soil WR impairs seed germination and seedling establishment by decreasing soil moisture availability by reducing infiltration, decreasing soil moisture storage capacity, and disconnecting soil surface layers from underlying moisture reserves. Consequently, soil WR appears to be acting as a temporal ecological threshold by impairing establishment of desired species within the first few years after a fire. • Wetting agents can significantly improve ecohydrologic properties required for plant growth by overcoming soil WR; thus, increasing the amount and duration of available water for seed germination and seedling establishment. Success of this technology appears to be the result of the wetting agent increasing soil moisture amount and availability by 1) improving soil infiltration and water holding capacity; and 2) allowing seedling roots to connect to underling soil moisture reserves.

Carbon dioxide capture, transportation, and storage has been identified as the most promising way to reduce anthropogenic carbon dioxide (CO2) released into the atmosphere. Efforts made to achieve this purpose include the Paris (Climate) Accord. This agreement seeks to encourage countries to take the issue of rising global temperatures seriously. With nearly all countries signing this agreement, many CCTS projects are expected. Pipelines are employed in the transportation of CO2. CO2 fluids contain impurities that affect the fluid properties and flow dynamics, but pipelines are mostly designed assuming that the CO2 fluid is pure. CO2 pipeline fluids contain at least 90 % CO2 with the balance made up of impurities. The impurities include nitrogen, methane, oxygen, hydrogen, sulphur dioxide, hydrogen sulphide, carbon monoxide, ammonia, argon, etc. The effects of the impurities are studied using simulation software; Aspen HYSYS, gPROMS and HydraFlash. The results show that all impurities impacted negatively on transportation. At equal concentrations, hydrogen had the greatest effect on fluid properties and hydrogen sulphide the least impact. At the specified allowable concentration, nitrogen had the worst effect on pressure loss (32.1 %) in horizontal pipeline, density, and critical pressure. Carbon monoxide (with only 0.2-mol %) had the smallest effect in pressure drop (0.3 %). Analysis of supercritical and subcritical (or liquid) CO2 fluid transportation shows that subcritical fluids have higher densities (more volume transported) and lower pressure losses than supercritical fluids. Subcritical fluid transportation would therefore have lower pipeline transportation costs than supercritical fluids. Also, soil heat conductivity has greater effect than ambient temperature in buried pipelines. Simple equations that approximate binary CO2 fluid properties from pure CO2 properties were developed and presented.

Water-assisted crack growth at an epoxy/glass interface was measured as a function of applied strain energy release rate, G, and temperature using a wedge test geometry. The specimens consist of two glass plates bonded with a thin layer of proprietary epoxy adhesive. The crack fronts along the epoxy/glass interfaces were measured using an optical stereomicroscope. The relationship between G and the debonding rate, v, can be measured using this method, and the threshold value of strain energy release rate, Gth, can be determined from the measured data. Two types of testing procedures were conducted in this study: ex situ, i.e., pre-conditioned wedge tests and in situ ones, in which wedges were applied before the specimens were submerged into water. A preliminary model was developed based on the thermal activation barrier concept, and allows the prediction of Gth for the temperatures beyond the testing region. Changes in interfacial strain energy release rate caused by thermal residual stresses in a triple-layered specimen were analyzed in Chapter Three. The method is based on linear elastic fracture mechanics and simple beam theory. The curvature of a bimaterial strip was chosen to characterize the residual stress in the specimen, and the strain energy release rate, caused by both tensile and compressive residual stresses in the adhesive, was derived for an asymmetric double cantilever beam (ADCB) geometry. The contribution of the thermal residual and mechanical stress to the global energy release rate was analyzed. The thermally induced energy release rate, GT, is found to be independent of crack length, but is a function of residual stress level and geometric and material parameters of the specimen. The adhesion of films and coatings to rigid substrates is often measured using blister geometries, which are loaded either by an applied pressure or a central shaft. The measurement will be affected if there are residual stresses that make a contribution to the energy release rate. This effect is investigated using analytical solutions based on the principle of virtual displacements. A geometrically nonlinear finite element analysis is conducted for comparison. Furthermore, the relationships among strain energy release rate, load, deflection, and fracture radius are discussed in detail in Chapter Four. Both analytical solutions and numerical results reveal that uniform tensile residual stresses reduce a specimen's deflection if it experiences plate behavior under small loads. However, this effect diminishes when membrane behavior is dominant. The mechanics of a single-lap joint with different boundary conditions subjected to tensile loading are investigated. Closed-form solutions are obtained for a specimen configuration considering different clamping methods. Based on the approach pioneered by Goland and Reissner, the solutions reported in this paper provide a simple but useful way to understand the effects of boundary conditions on this test geometry. The solutions in this study suggest that different grip configurations mainly affect the response of the specimens if the grip position is close to the joint edge or the loads are small. Generally, the influence caused by different gripping methods is only limited to the boundary region, and the behavior of the joint part subjected to tensile loading is almost the same as that for a simply-supported case. / Ph. D.

Τα κοκκώδη υλικά είναι αναπόσπαστο κομμάτι του κόσμου μέσα στον οποίο ζει ο άνθρωπος, και συνεπώς, για την καλύτερη κατανόηση του κόσμου αυτού, επιβάλλεται η μελέτη τους. Αυτός είναι και ο σκοπός της παρούσας διδακτορικής διατριβής. Επικεντρωνόμαστε σε διάδρομο μεταφοράς ο οποίος αποτελεί αντιπροσωπευτικό μοντέλο για πληθώρα εφαρμογών τόσο στην βιομηχανία όσο και στο φυσικό περιβάλλον. Αποτελεί επίσης χαρακτηριστικό παράδειγμα της οικογένειας ανοικτών πολυσωματιδιακών συστημάτων, η οποία βρίσκεται στην καρδιά της σύγχρονης επιστήμης της Πολυπλοκότητας. Αρχικά εισάγουμε το μοντέλο ροής στο οποίο το κοκκώδες υλικό αντιμετωπίζεται ως ένα ειδικό ρευστό (συνεχές μέσο) με εσωτερική απώλεια ενέργειας. Μελετάμε τη δυναμική ισορροπία που επικρατεί στο σύστημα υπό σταθερές συνθήκες, καθώς και την κατάρρευση της ομαλής ροής μέσω του σχηματισμού συσσωματώματος. Ειδική μνεία γίνεται στα πρόδρομα φαινόμενα της συσσωμάτωσης, τα οποία ερμηνεύουμε μέσω μίας αντίστροφης διακλάδωσης διπλασιασμού περιόδου. Διερευνώντας την εξάρτηση μεταξύ της μορφής της ροϊκής συνάρτησης και του τρόπου με τον οποίο το σύστημα μεταβαίνει σε καθεστώς συσσωμάτωσης αποκαλύπτουμε τόσο ποιοτικές όσο και ποσοτικές διαφορές σε σχέση με τον παραπάνω τύπο διακλάδωσης. Μια σημαντική παραλλαγή του συστήματος μεταφοράς προκύπτει εφαρμόζοντας ανατροφοδότηση του πρώτου δοχείου με το συνολικό υλικό που εκρέει από το τελευταίο. Η μαθηματική επεξεργασία αποδεικνύει ότι σε αυτήν την περίπτωση η δημιουργία συσσωματώματος συντελείται μέσω μιας διακλάδωσης Hopf αντί για διακλάδωσης διπλασιασμού περιόδου. Επιστρέφοντας στο αρχικό μας σύστημα, μελετάμε και το συνεχές όριο, θεωρώντας το διάδρομο μεταφοράς να έχει «άπειρο» μήκος. Η δυναμική ισορροπία, που ισοδυναμεί με το ισοζύγιο της μάζας ανάμεσα σε διαδοχικά δοχεία του διακριτού συστήματος, τώρα παίρνει τη μορφή μιας μη γραμμικής μερικής διαφορικής εξίσωσης δεύτερης τάξης με μη σταθερούς συντελεστές. Η προσεκτική μελέτη της εξίσωσης και των συντελεστών της, σε συνδυασμό πάντα με τις συνοριακές συνθήκες στην είσοδο και έξοδο του διαδρόμου, μας επιτρέπει όχι μόνο να αναπαραγάγουμε τα προηγούμενα αποτελέσματα υπό το πρίσμα του συνεχούς ορίου αλλά και να τα ερμηνεύσουμε βάσει φυσικών διεργασιών όπως είναι η μεταφορά (drift) και η διάχυση (diffusion). Ειδικότερα, η συσσωμάτωση συμβαίνει σε καθεστώς αρνητικής διάχυσης (antidiffusion). Κλείνουμε την διατριβή προτείνοντας γενικεύσεις των συστημάτων που ερευνήσαμε. Επεκτείνουμε το διάδρομο μεταφοράς σε πλέγματα δύο διαστάσεων και μελετάμε άλλα μοντέλα που σχετίζονται με ροές διακριτών σωματιδίων όπως είναι η κυκλοφορία οχημάτων στους αυτοκινητοδρόμους. / Granular materials are ubiquitous in nature and in our daily lives, and understanding their behavior is therefore of crucial importance. The present thesis wants to contribute to this. We focus on a conveyor belt, which is not only a representative model for numerous applications both in industry and the natural environment, but also a prime example of an open multi-particle system prone to spontaneous pattern formation. This places our study right in the center of the modern science of complexity. Initially we introduce the flux model, in which the granular material is treated as a special fluid (a continuous medium) with internal energy losses. We examine the dynamic equilibrium that exists in the system under steady state conditions and also the breakdown of this equilibrium when the inflow rate exceeds a certain critical threshold value, resulting in the formation of a cluster and the obstruction of the conveyor belt. We focus especially on the pre-clustering phenomena and find that these can be described mathematically by a reverse period doubling bifurcation. Investigating the relation between the precise form of the flux function and the way in which the transition to the clustered state takes place, we reveal that the above scenario via a reverse period doubling bifurcation is not universal. Also other bifurcation types are possible. An important variation of our transport system is obtained by applying a feedback mechanism: All the particles that flow out from the last compartment are inserted into the first, making the system closed with respect to matter (mass conservation). The mathematical analysis proves that in this case the cluster formation occurs via a Hopf bifurcation instead of a period doubling. Returning to our original system, we study its continuum limit by considering a conveyor belt of ‘infinite’ length. The dynamics of the system is now described by a second-order nonlinear partial differential equation with non-constant coefficients. A careful analysis of this PDE and its coefficients, in combination with the special boundary conditions at the entrance and exit of the system, allows us not only to reproduce the results of the discrete system in the setting of differential equations but also to interpret these results in terms of physical processes such as drift and diffusion. In particular, the clustering occurs when the diffusion coefficient becomes negative, which gives antidiffusion. We close this thesis by discussing several generalizations of the system investigated. Among other things we expand the one-dimensional conveyor belt to a two-dimensional lattice. We further propose to use a similar flux model for the study of other, non-granular instances of discrete particle flows, such as vehicles on a highway.

Pontos de equilíbrio assintoticamente estáveis de sistemas dinâmicos não lineares geralmente não são globalmente estáveis. Na maioria dos casos, há um subconjunto de condições iniciais, chamada região de estabilidade (ou área de atração), cujas trajetórias tendem ao ponto de equilíbrio quando o tempo tende ao infinito. Devido à importância das regiões de estabilidade em aplicações, e motivado principalmente pelo problema de analise de estabilidade transitória em sistemas elétricos de potência, uma caracterização completa da fronteira da região de estabilidade foi desenvolvida. Esta caracterização foi desenvolvida sob a suposição de que o sistema dinâmico é bem conhecido e que os parâmetros de seu modelo são constantes. Na prática, variações de parâmetros ocorrem e bifurcações desta podem ocorrer. Nesta tese, desenvolveremos uma caracterização completa da fronteira da região de estabilidade de sistemas dinâmicos autônomos não lineares admitindo a existência de pontos de equilíbrio não hiperbólicos do tipo Hopf na fronteira da região de estabilidade. Sob certas condições de transversalidade, apresentaremos uma caracterização completa da fronteira da região de estabilidade admitindo tanto a presença de pontos de equilíbrio não hiperbólicos do tipo Hopf como também a existência de órbitas periódicas na fronteira. Ofereceremos também uma caracterização da fronteira da região de estabilidade fraca do ponto de equilíbrio não hiperbólico Hopf supercrítico do tipo zero e uma caracterização topológica da sua região de atração. Além disso, exibiremos resultados relativos ao comportamento da região de estabilidade de um ponto de equilíbrio assintoticamente estável e da sua fronteira na vizinhança do valor crítico de bifurcação do tipo Hopf. / Asymptotically stable equilibrium points of nonlinear dynamical systems are generally not globally stable. In most cases, there is a subset of initial conditions, called stability region (or attraction area), in which trajectories tend to the equilibrium point when time approaches innity. Due to the importance of stability regions in applications, and mainly motivated by the problem of transient stability analysis in electric power systems, a complete characterization of the boundary of the stability region was developed. This characterization was developed under the assumption that the dynamic system is well known and the parameters of its model are constant. In practice, parameter variations happen and bifurcations may occur. In this thesis, we will develop a complete characterization of the boundary of the stability region of autonomous nonlinear dynamical systems admitting the existence of non-hyperbolic equilibrium points of the type Hopf on the boundary of the stability region. Under certain transversality conditions, we present a complete characterization of the boundary of the stability region admitting the presence of both non-hyperbolic equilibrium points of the type Hopf and periodic orbits on the boundary. Also a complete characterization of the boundary of the region of weak stability of a supercritical Hopf non-hyperbolic equilibrium point of the type zero and a topological characterization of its region of attraction is developed. Furthermore, the behavior of the stability region of an asymptotically stable equilibrium point and its boundary in the neighborhood of a critical value of bifurcation of the type Hopf is studied.

Pontos de equilíbrio assintoticamente estáveis de sistemas dinâmicos não lineares geralmente não são globalmente estáveis. Na maioria dos casos, há um subconjunto de condições iniciais, chamada região de estabilidade (ou área de atração), cujas trajetórias tendem ao ponto de equilíbrio quando o tempo tende ao infinito. Devido à importância das regiões de estabilidade em aplicações, e motivado principalmente pelo problema de analise de estabilidade transitória em sistemas elétricos de potência, uma caracterização completa da fronteira da região de estabilidade foi desenvolvida. Esta caracterização foi desenvolvida sob a suposição de que o sistema dinâmico é bem conhecido e que os parâmetros de seu modelo são constantes. Na prática, variações de parâmetros ocorrem e bifurcações desta podem ocorrer. Nesta tese, desenvolveremos uma caracterização completa da fronteira da região de estabilidade de sistemas dinâmicos autônomos não lineares admitindo a existência de pontos de equilíbrio não hiperbólicos do tipo Hopf na fronteira da região de estabilidade. Sob certas condições de transversalidade, apresentaremos uma caracterização completa da fronteira da região de estabilidade admitindo tanto a presença de pontos de equilíbrio não hiperbólicos do tipo Hopf como também a existência de órbitas periódicas na fronteira. Ofereceremos também uma caracterização da fronteira da região de estabilidade fraca do ponto de equilíbrio não hiperbólico Hopf supercrítico do tipo zero e uma caracterização topológica da sua região de atração. Além disso, exibiremos resultados relativos ao comportamento da região de estabilidade de um ponto de equilíbrio assintoticamente estável e da sua fronteira na vizinhança do valor crítico de bifurcação do tipo Hopf. / Asymptotically stable equilibrium points of nonlinear dynamical systems are generally not globally stable. In most cases, there is a subset of initial conditions, called stability region (or attraction area), in which trajectories tend to the equilibrium point when time approaches innity. Due to the importance of stability regions in applications, and mainly motivated by the problem of transient stability analysis in electric power systems, a complete characterization of the boundary of the stability region was developed. This characterization was developed under the assumption that the dynamic system is well known and the parameters of its model are constant. In practice, parameter variations happen and bifurcations may occur. In this thesis, we will develop a complete characterization of the boundary of the stability region of autonomous nonlinear dynamical systems admitting the existence of non-hyperbolic equilibrium points of the type Hopf on the boundary of the stability region. Under certain transversality conditions, we present a complete characterization of the boundary of the stability region admitting the presence of both non-hyperbolic equilibrium points of the type Hopf and periodic orbits on the boundary. Also a complete characterization of the boundary of the region of weak stability of a supercritical Hopf non-hyperbolic equilibrium point of the type zero and a topological characterization of its region of attraction is developed. Furthermore, the behavior of the stability region of an asymptotically stable equilibrium point and its boundary in the neighborhood of a critical value of bifurcation of the type Hopf is studied.

<p>Accelerator-driven systems for transmutation of nuclear waste have been suggested as a means for dealing with spent fuel components that pose potential radiological hazard for long periods of time. While not entirely removing the need for underground waste repositories, this nuclear waste incineration technology provides a viable method for reducing both waste volumes and storage times. Potentially, the time spans could be diminished from hundreds of thousand years to merely 1.000 years or even less. A central aspect for accelerator-driven systems design is the prediction of safety parameters and fuel economy. The simulations performed rely heavily on nuclear data and especially on the precision of the neutron cross section representations of essential nuclides over a wide energy range, from the thermal to the fast energy regime. In combination with a more demanding neutron flux distribution as compared with ordinary light-water reactors, the expanded nuclear data energy regime makes exploration of the cross section sensitivity for simulations of accelerator-driven systems a necessity. This fact was observed throughout the work and a significant portion of the study is devoted to investigations of nuclear data related effects. The computer code package EA-MC, based on 3-D Monte Carlo techniques, is the main computational tool employed for the analyses presented. Directly related to the development of the code is the extensive IAEA ADS Benchmark 3.2, and an account of the results of the benchmark exercises as implemented with EA-MC is given. CERN's Energy Amplifier prototype is studied from the perspectives of neutron source types, nuclear data sensitivity and transmutation. The commissioning of the n_TOF experiment, which is a neutron cross section measurement project at CERN, is also described.</p>

Accelerator-driven systems for transmutation of nuclear waste have been suggested as a means for dealing with spent fuel components that pose potential radiological hazard for long periods of time. While not entirely removing the need for underground waste repositories, this nuclear waste incineration technology provides a viable method for reducing both waste volumes and storage times. Potentially, the time spans could be diminished from hundreds of thousand years to merely 1.000 years or even less. A central aspect for accelerator-driven systems design is the prediction of safety parameters and fuel economy. The simulations performed rely heavily on nuclear data and especially on the precision of the neutron cross section representations of essential nuclides over a wide energy range, from the thermal to the fast energy regime. In combination with a more demanding neutron flux distribution as compared with ordinary light-water reactors, the expanded nuclear data energy regime makes exploration of the cross section sensitivity for simulations of accelerator-driven systems a necessity. This fact was observed throughout the work and a significant portion of the study is devoted to investigations of nuclear data related effects. The computer code package EA-MC, based on 3-D Monte Carlo techniques, is the main computational tool employed for the analyses presented. Directly related to the development of the code is the extensive IAEA ADS Benchmark 3.2, and an account of the results of the benchmark exercises as implemented with EA-MC is given. CERN's Energy Amplifier prototype is studied from the perspectives of neutron source types, nuclear data sensitivity and transmutation. The commissioning of the n_TOF experiment, which is a neutron cross section measurement project at CERN, is also described.

The demand for flat glass is high and increasing significantly in the building industry as a direct result of architectural requirements for lightness, transparency and natural light. Current architectural trends require glass in curvilinear forms for smooth free-form façades. Two principal challenges arise from this: to cost-effectively produce the desired curvature and; to ensure its safe performance after exposure to ageing. The recent availability of high strength glass provides an opportunity to address the first challenge by developing cold bent glass. Cold bending involves the straining of relatively thin glass components, at ambient temperatures, and is a low energy and cost effective manner of creating curvilinear forms. However, cold bending is not yet widely established as a reliable method. The aim of this thesis is to develop the understanding of cold bent glass during the bending process and to evaluate its post-ageing performance. This thesis, firstly, investigates the mechanical response of monolithic glass plates during the cold bending process. The stability of cold bent glass is investigated experimentally by bending it in double curved anticlastic shapes. A parametric numerical analysis involves different boundary conditions, geometrical plate characteristics and bending parameters. The principal outcome is that a local instability, now termed cold bending distortion, occurs when certain displacement limits are exceeded and could degrade the optical quality of the glass. An evaluation procedure is also formulated to set limits and aid designers/manufacturers to predict the mechanical response and the optical quality of the glass. Cold bent glass is subjected to permanent bending stresses throughout its service life and therefore, its strength degradation after ageing needs to be quantified. Analytical, experimental and numerical investigations are undertaken in this thesis to identify the most effective method for estimating glass strength (evaluation of destructive tests, required number of specimens, statistical analysis methods and sub-critical crack growth). The limited availability of naturally aged toughened glass and the absence of a reliable ageing standard impede the evaluation of its aged performance. Therefore, a parametric experimental investigation of artificial ageing methods on glass is undertaken in this thesis. A procedure for the evaluation of the strength of aged glass is finally, formulated to allow the selection of artificial ageing parameters that correspond to a target level of erosion. The knowledge on artificial ageing and strength prediction acquired above is finally implemented on different types of glass to determine their strength after ageing and assess their safe use in cold bending / load bearing applications. The investigation showed that fully toughened glass has a superior performance to chemically toughened or annealed glass. Overall, the research presented in this thesis demonstrates that high quality cold bent toughened glass can be created when certain applied displacement limits are respected. These can be used as a safe, cost-effective and energy efficient replacement to the more conventional hot bent glass. However, cold bending / load bearing applications in which the stressed glass surface is exposed to ageing, require glass with a relatively high case depth such as fully toughened or bi-tempered glass.

This Ph.D. thesis was written under the supervision of Assoc. Prof. Luboš Náhlík, Ph.D. and Assoc. Prof. Pavel Hutař, Ph.D. Thesis is focused mainly on application of generalized linear elastic fracture mechanics, which allows description of crack behaviour propagating from general singular stress concentrators, such as material interfaces or sharp V-notches, and verification of validity of used fracture criteria. The obtained results were used in the next part of the thesis, which deals with the issue of crack propagating in ceramic composites, where the stress distribution field is strongly influenced by the existence of material interface and presence of residual stresses, that arise during manufacturing process of composite.