Paper
... in rapid succession. Typically, mixtures of 2 106 degenerate fermions at T=TF 0:25 with a condensed 23 Na cloud of 2 106 atoms were produced at a temperature of 900 nK. The peak densities were 1 1013 cm3 for 6 Li and 2 1014 cm3 for 23 Na. The lifetime of the mixture was longer than 10 s. ...
... in rapid succession. Typically, mixtures of 2 106 degenerate fermions at T=TF 0:25 with a condensed 23 Na cloud of 2 106 atoms were produced at a temperature of 900 nK. The peak densities were 1 1013 cm3 for 6 Li and 2 1014 cm3 for 23 Na. The lifetime of the mixture was longer than 10 s. ...
PowerPoint - Subir Sachdev
... In two dimensions, we can view the vortices as point particle excitations of the superfluid. What is the quantum mechanics of these “particles” ? ...
... In two dimensions, we can view the vortices as point particle excitations of the superfluid. What is the quantum mechanics of these “particles” ? ...
On the Rank of the Reduced Density Symmetric Polynomials Babak Majidzadeh Garjani
... Landau’s theory is very successful in explaining phases and the transitions between them. However, Landau’s theory does not capture all phases of matter. As is explained in Chapter 2 in more detail, the German physicist Klaus von Klitzing found that at low temperatures, and in a strong magnetic fiel ...
... Landau’s theory is very successful in explaining phases and the transitions between them. However, Landau’s theory does not capture all phases of matter. As is explained in Chapter 2 in more detail, the German physicist Klaus von Klitzing found that at low temperatures, and in a strong magnetic fiel ...
FRACTIONAL QUANTUM HALL STATES IN CONTINUUM AND
... In this dissertation, I will present theoretical studies on several aspects of quantum Hall states in both continuum and lattice systems. In the continuum case, one can understand the quantum Hall states starting from the Landau levels of charged particles moving in a magnetic field. If an integral ...
... In this dissertation, I will present theoretical studies on several aspects of quantum Hall states in both continuum and lattice systems. In the continuum case, one can understand the quantum Hall states starting from the Landau levels of charged particles moving in a magnetic field. If an integral ...
A Review of ULF Interactions with Radiation Belt Electrons
... trapped in the radiation belts typically differ by 1–2 orders of magnitude, ranging from kHz time scales associated with the gyromotion, to mHz time scales corresponding to the drift. Particle dynamics may be ordered in terms of an “adiabatic invariant” associated with each of these types of motion ...
... trapped in the radiation belts typically differ by 1–2 orders of magnitude, ranging from kHz time scales associated with the gyromotion, to mHz time scales corresponding to the drift. Particle dynamics may be ordered in terms of an “adiabatic invariant” associated with each of these types of motion ...
F = ma, Important Equation, Big Mistake
... In his highly acclaimed book, “Mathematical Principles of Natural Philosophy,” or Principia, Newton included the famous Three Laws of Motion. The Second Law states, “The alteration of motion is ever proportional to the motive force impressed.” Taking these words to imply the important equation F=ma ...
... In his highly acclaimed book, “Mathematical Principles of Natural Philosophy,” or Principia, Newton included the famous Three Laws of Motion. The Second Law states, “The alteration of motion is ever proportional to the motive force impressed.” Taking these words to imply the important equation F=ma ...
On distinguishability, orthogonality, and violations of the second law: contradictory assumptions, contrasting pieces of knowledge
... 12, cf. also p. 424). It is usually accompanied by a measurement procedure, which can result in different outcomes, appropriately labeled. The probabilities that we assign to the obtainment of these outcomes, for all measurement and preparation procedures, are set as postulates in the theory and enc ...
... 12, cf. also p. 424). It is usually accompanied by a measurement procedure, which can result in different outcomes, appropriately labeled. The probabilities that we assign to the obtainment of these outcomes, for all measurement and preparation procedures, are set as postulates in the theory and enc ...
Rydberg assisted light shift imbalance induced blockade in an atomic ensemble ,
... The results are illustrated in Fig. 4. In Fig. 4a, we show the population of the collective states under the approximation that the state G2 can be neglected completely, since δ ≫ N Ω1 and δ ≫ Ω2, corresponding to very small populations in states G1 and G1,1 . As can be seen, the result is consisten ...
... The results are illustrated in Fig. 4. In Fig. 4a, we show the population of the collective states under the approximation that the state G2 can be neglected completely, since δ ≫ N Ω1 and δ ≫ Ω2, corresponding to very small populations in states G1 and G1,1 . As can be seen, the result is consisten ...
MCDT-NearMagEquiv-(PCCP subm)
... Nuclear singlet states are non-magnetic states of nuclear spin pairs that may exhibit extraordinarily long lifetimes. 1–3 In the case of 15 N-labeled nitrous oxide, for example, the singlet state of the 15 N pair has a decay time constant of almost 25 minutes in solution. 4 The long lifetime propert ...
... Nuclear singlet states are non-magnetic states of nuclear spin pairs that may exhibit extraordinarily long lifetimes. 1–3 In the case of 15 N-labeled nitrous oxide, for example, the singlet state of the 15 N pair has a decay time constant of almost 25 minutes in solution. 4 The long lifetime propert ...
Five lectures on effective field theory
... terms, proportional to (k2 /Λ2 )n , get smaller. Such operators are termed “irrelevant” in Wilson’s language, because they become unimportant in the infrared (low k, long wavelength). In contrast, the mass term becomes more important; it is called a “relevant” operator. The kinetic term and the λφ4 ...
... terms, proportional to (k2 /Λ2 )n , get smaller. Such operators are termed “irrelevant” in Wilson’s language, because they become unimportant in the infrared (low k, long wavelength). In contrast, the mass term becomes more important; it is called a “relevant” operator. The kinetic term and the λφ4 ...
![arXiv:0905.2946v1 [cond-mat.str-el] 18 May 2009](http://s1.studyres.com/store/data/003310684_1-f6852d9094cc4ebe5853c88b867e67b0-300x300.png)
