Examples of using Fermionic in English and their translations into Portuguese
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Fermionic gas, cooled to within a few degrees of absolute zero.
Observation of Resonance Condensation of Fermionic Atom Pairs.
Perturbative Analysis of Fermionic Fields with Quartic Self-Interaction Coupled to….
It is the quantum mechanical version of an ideal gas,for the case of fermionic particles.
Jin quickly went on to create the first fermionic condensate composed of Cooper pairs.
For the static case, we solved the dirac equation,and determined the fermionic current.
There are also 12 fundamental fermionic antiparticles that correspond to these 12 particles.
For a state of half-integer spin the argument can be circumvented by having fermionic statistics.
String theories that include fermionic vibrations are now known as superstring theories.
Deborah S. Jin's team at JILA, in Boulder,Colorado in 2003 produced the first fermionic condensate, a new state of matter.
A fermionic condensate is a superfluid phase formed by fermionic particles at low temperatures.
In 2003, Dr. Jin's team at JILA made the first fermionic condensate, a new form of matter.
More recently, Fermionic condensate superfluids have been formed at even lower temperatures by the rare isotope helium-3 and by lithium-6.
Antiparticles====There are also 12 fundamental fermionic antiparticles that correspond to these 12 particles.
We studied the contributions to the width of this boson decay into two photons with the introduction of new fermionic and scalar particles.
Fundamental fermions===The 12 fundamental fermionic flavours are divided into three generations of four particles each.
However, advances in experimental techniques have revealed other previously theoretical phases,such as Bose-Einstein condensates and fermionic condensates.
The bosonic and fermionic contributions are calculated at zero temperature and the behavior of the finite temperature fluctuations are also analysed.
If we defend a separation between genuine particles and field quanta,we can distinguish fermionic matter made of particles from bosonic power fields.
If bosonic, then the+ sign is always chosen, if fermionic then the sign will depend on the number of operator interchanges necessary to achieve the proper time ordering.
In particular, we carry out a comparative analysis of the structure of the electromagnetic current for elementary particles of both bosonic and fermionic natures.
Among many uses,this tool has served to explore the region of the BEC(of fermionic molecules) to the BCS(of weakly interacting fermion-pairs) transition in Fermi clouds.
We have studied how fermionic fields minimally and non-minimally coupled with the gravitational field may be responsible for accelerated regimes during the evolution of the universe.
We present a method already known to eliminate the degrees of freedom of the fermionic system and use the hubbard-stratonovich transformations to derive an effective bosonic theory.
This project develops and implements important theoretical and phenomenological aspects of the fluid/gravity correspondence,using generalized black branes, their fermionic sectors and ramifications.
Adding scalar quarks(squarks) and fermionic gluons(gluinos) to the theory makes it more tractable, but the thermodynamics of quark matter depends crucially on the fact that only fermions can carry quark number, and on the number of degrees of freedom in general.
For the example of particles in the Standard Model, it is equal to the sum of the lepton number plus the baryon number,F B+ L. The action of this operator is to multiply bosonic states by 1 and fermionic states by -1.
In this thesis we will discuss the generation of terms of high derivatives, which violate the lorentz symmetry,in the qed model plus the myers-pospelov fermionic term(the zero and finite temperature) and the extended qed model with minimum and non-minimum coupling at the finite temperature.
We find an effective model for the local spins, through integrating over the fermionic fields from the partition function of the system, written as a path integral in the complex time representation. that model have given us a dependence of the spin-wave velocity on the temperature and the chemical potential, which must be used for the calculus of the antiferromagnetic phase diagram.
These functions are called the Schwinger functions(named after Julian Schwinger) and they are analytic,symmetric under the permutation of arguments(antisymmetric for fermionic fields), Euclidean covariant and satisfy a property known as reflection positivity.