Optomechanics in the Quantum Regime
... pressure can act. Nevertheless, the small masses (∼ 10−9 kg) and high quality factors of the mechanical devices, the use of focused laser beams and the enhancement by high-finesse cavities allow for the observation of strong radiation-pressure induced effects. If we assume a laser power of 1 W focus ...
... pressure can act. Nevertheless, the small masses (∼ 10−9 kg) and high quality factors of the mechanical devices, the use of focused laser beams and the enhancement by high-finesse cavities allow for the observation of strong radiation-pressure induced effects. If we assume a laser power of 1 W focus ...
Direct Characterization of Quantum Dynamics: General Theory
... a fundamental relationship between QED and QPT, namely whether it is possible to completely characterize the quantum dynamics of arbitrary quantum systems using QED. And, providing the answer is affirmative, how the physical resources scale with system size. Moreover, one would like to understand wh ...
... a fundamental relationship between QED and QPT, namely whether it is possible to completely characterize the quantum dynamics of arbitrary quantum systems using QED. And, providing the answer is affirmative, how the physical resources scale with system size. Moreover, one would like to understand wh ...
Density functional theory and nuclear quantum effects
... This dissertation consists of two independent parts: density functional theory (Part I), and nuclear quantum effects (Part II). Kohn-Sham density functional theory (KSDFT) is by far the most widely used electronic structure theory in condensed matter systems. The computational time of KSDFT increase ...
... This dissertation consists of two independent parts: density functional theory (Part I), and nuclear quantum effects (Part II). Kohn-Sham density functional theory (KSDFT) is by far the most widely used electronic structure theory in condensed matter systems. The computational time of KSDFT increase ...
Ph125: Quantum Mechanics
... {ω} of Ω. The measurement will yield the particular value ω for that variable with relative probability P(ω) = |hω |ψ i|2 and the system will change from state |ψ i to state |ω i as a result of the measurement being made. This postulate puts physical meaning to postulates 1 and 2. Those postulates s ...
... {ω} of Ω. The measurement will yield the particular value ω for that variable with relative probability P(ω) = |hω |ψ i|2 and the system will change from state |ψ i to state |ω i as a result of the measurement being made. This postulate puts physical meaning to postulates 1 and 2. Those postulates s ...
An Introduction to
... that we may be able to model, aside from infrequent fluctuations which we may also find a way to take account of, the behavior of systems with many molecules by focusing on the most probable situation (i.e., those having the energy E*) and ignoring or making small corrections for deviations from thi ...
... that we may be able to model, aside from infrequent fluctuations which we may also find a way to take account of, the behavior of systems with many molecules by focusing on the most probable situation (i.e., those having the energy E*) and ignoring or making small corrections for deviations from thi ...
ThesisR1 - Electronic Packaging Laboratory
... Figure 39 The force generated per unit length of a (10, 10) CNT at 300 K. ...... 113 Figure 40 The force generated per unit length of a (10, 10) CNT as a function of temperatures at different electric field forces. ................................................................ 115 Figure 41 Compar ...
... Figure 39 The force generated per unit length of a (10, 10) CNT at 300 K. ...... 113 Figure 40 The force generated per unit length of a (10, 10) CNT as a function of temperatures at different electric field forces. ................................................................ 115 Figure 41 Compar ...
physics/0102086 PDF
... The development of new Hierarchic theory of condensed matter was started by this author in 1986. This work was stimulated by the understanding that the progress in biophysics is not possible without the detailed and quantitative description of water physical properties on mesoscopic and macroscopic ...
... The development of new Hierarchic theory of condensed matter was started by this author in 1986. This work was stimulated by the understanding that the progress in biophysics is not possible without the detailed and quantitative description of water physical properties on mesoscopic and macroscopic ...
Aalborg Universitet Online Detection of Aggregation Processes Using Dielectric Spectroscopy
... colloidal range (1 nm to 1µm) form aggregates due to the addition of chemicals. Often the use of the term flocculation is reserved for aggregation processes where polymeric substances are used, but in this study it will be used to describe the formation of aggregates independent of the chemical in u ...
... colloidal range (1 nm to 1µm) form aggregates due to the addition of chemicals. Often the use of the term flocculation is reserved for aggregation processes where polymeric substances are used, but in this study it will be used to describe the formation of aggregates independent of the chemical in u ...
- dysoncentralne
... cannot be created or destroyed, but only changed from one form to another.” (AAAS’s Benchmarks for Science Literacy, grades 6–8) ✔ “Energy is associated with heat, light, electricity, mechanical motion, sound, and the nature of a chemical. Energy is transferred in many ways.” (NRC’s National Science ...
... cannot be created or destroyed, but only changed from one form to another.” (AAAS’s Benchmarks for Science Literacy, grades 6–8) ✔ “Energy is associated with heat, light, electricity, mechanical motion, sound, and the nature of a chemical. Energy is transferred in many ways.” (NRC’s National Science ...
"Synthesis and Characterization of Dilute Magnetic Semiconductor Nanoparticles"
... lattice one can arrive at the reciprocal lattice for the wurtzite structure. To convert the Bravais lattice (a, b, c) to the reciprocal lattice one assumes the reciprocal lattice (g1 , g2 , g3 ) vectors are basic vectors of the Bravais lattice. The conversion factor for a hexagonal √ , −2π , 0), g2 ...
... lattice one can arrive at the reciprocal lattice for the wurtzite structure. To convert the Bravais lattice (a, b, c) to the reciprocal lattice one assumes the reciprocal lattice (g1 , g2 , g3 ) vectors are basic vectors of the Bravais lattice. The conversion factor for a hexagonal √ , −2π , 0), g2 ...
