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Near infrared emission in Nd3+ and Nd3+/Yb3+co-doped LiY(WO4)2 phosphor
In this paper, a series of Nd 3+ and Nd 3+ /Yb 3+ co-doped LiY(WO 4 ) 2 phosphor materials synthesized by conventional solid-state reaction(SSR) technique...
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9 The Goldstone Theorem
The mechanism of SSB does not only provide a general strategy for unifying the description of apparently different systems, but it also provide... -
Introduction to Part II
These notes arose from courses given at the International School for Advanced Studies (Trieste) and at the Scuola Normale Superiore (Pisa) in various... -
6 Sectors with Energy-Momentum Density
We shall now discuss the requirement III of finite energy-momentum, briefly mentioned in the previous section. Clearly, the possibility of using... -
Coupled Map Lattices: at the Age of Maturity
Coupled Map Lattices (CML) were simultaneously and independently introduced by K. Kaneko, R. Kapral and S. Kuznetsov in 1983–84 [1, 2, 3, 4, 5, 6].... -
The Four–Dimensional Spacetime
Physics theories are made by building mathematical models that correspond to physical systems. General Relativity, the physical theory of... -
13 Fermi and Bose Gas at Non-zero Temperature
As an example of symmmetry breaking at non-zero temperature we discuss the free Fermi and Bose gas, starting from finite volume and then discussing... -
1 Symmetries of a Classical System
The realization of symmetries in physical systems has proven to be of help in the description of physical phenomena: it makes it possible to relate... -
14 Quantum Fields at Non-zero Temperature
The general structure discussed above provides a neat and unique prescription for the quantization of relativistic fields at non-zero temperature... -
8 Examples
The model describes the simplest non-linear field theory and it can be regarded as a prototype of field theories in one space dimension (s=1). The... -
Momentum and Energy Relations
The equations of motion (5.12) for the charged insulating sphere of radius a moving with arbitrary center velocity u(t) can be rewritten in... -
Desynchronization and Chaos in the Kuramoto Model
Abstract. The Kuramoto model of N globally coupled phase oscillators is an essentially non-linear dynamical system with a rich dynamical behavior and... -
Spatially Extended Monotone Map**s
This chapter deals with the study of travelling waves in discrete time spatially extended systems with monotone dynamics. Such systems appear for... -
Boundary Conditions
Most Numerical Relativity simulations are devised to approximate the time evolution of the dynamical fields starting from data given on an initial... -
Electrical Characterization of Rare Earth Oxides Grown by Atomic Layer Deposition
In this contribution, we investigate the electrical properties of thin (3–30 nm) Lu2O3 and Yb2O3 oxides grown on silicon by atomic layer depostion.... -
Rare Earth Oxides Grown by Molecular Beam Epitaxy for Ultimate Scaling
Combination of lanthanum and other rare earth oxides with HfO2 yields stable compounds which withstand transistor processing and have low gate... -
Atomic Layer Deposition of Rare Earth Oxides
The principles of Atomic Layer Deposition (ALD) for thin film growth are briefly introduced, emphasizing the aspects of a self-limiting mechanism.... -
Sesquioxides as Host Materialsfor Rare-Earth-Doped Bulk Lasersand Active Waveguides
This Chapter focuses on the optical applications of rare-earth oxides. Due to their thermo-mechanical properties, the sesquioxides of yttrium,... -
Dynamical Frustration in ANNNI Model and Annealing
Simulated annealing is usually applied to systems with frustration, like spin glasses and optimisation problems, where the energy landscape is... -
Derivation of Force and Power Equations
The inconsistency between the power and force equations of motion, (2.4) and (2.1) or (2.5), is so surprising that one is tempted to question the...