72 063623 (2005) .
... find that the fidelity decay can be well fitted by an inverse power law 1 / t, as shown in Fig. 4. In this case, for the quantum evolution of initial coherent state BEC, high fidelity can be expected, because the fidelity has a slow power-law decay on average. Now we turn to the mixed case, which is ...
... find that the fidelity decay can be well fitted by an inverse power law 1 / t, as shown in Fig. 4. In this case, for the quantum evolution of initial coherent state BEC, high fidelity can be expected, because the fidelity has a slow power-law decay on average. Now we turn to the mixed case, which is ...
Holographic Quantum Error Correcting Codes - Adrian Franco
... is a rank-one projector on the one-dimensional subspace generated by |ψi. Depending on what system we are dealing with, the space of states will have different aspect. For example, if we consider a particle which can move in one dimension, its space of states is spanned by the states {|xi}x∈R , wher ...
... is a rank-one projector on the one-dimensional subspace generated by |ψi. Depending on what system we are dealing with, the space of states will have different aspect. For example, if we consider a particle which can move in one dimension, its space of states is spanned by the states {|xi}x∈R , wher ...
Absorption 1
... Atoms can only produce line spectra associated with electronic energy (mainly in the UV and visible part of the spectrum). For molecules there are also other options – rotation and vibration. In radiative transitions, the molecule must couple with an electromagnetic field so that energy exchanges ca ...
... Atoms can only produce line spectra associated with electronic energy (mainly in the UV and visible part of the spectrum). For molecules there are also other options – rotation and vibration. In radiative transitions, the molecule must couple with an electromagnetic field so that energy exchanges ca ...
Rosa Lopez
... Magnetic correlations 1. Indeed the essential features of the system state should not change whatever value of Coulomb interaction U is 2. The infinite U case is then also explained in terms of competition between an exchange coupling and the Kondo correlations. Therefore, there must exist two kind ...
... Magnetic correlations 1. Indeed the essential features of the system state should not change whatever value of Coulomb interaction U is 2. The infinite U case is then also explained in terms of competition between an exchange coupling and the Kondo correlations. Therefore, there must exist two kind ...
Optically polarized atoms_ch_2
... Within present approximation, energies do not depend on (individually conserved) projections of L and S This degeneracy is lifted by spin-orbit interaction (also spinspin and spin-other orbit) This leads to energy splitting within a term according to the value of total angular momentum J (fine struc ...
... Within present approximation, energies do not depend on (individually conserved) projections of L and S This degeneracy is lifted by spin-orbit interaction (also spinspin and spin-other orbit) This leads to energy splitting within a term according to the value of total angular momentum J (fine struc ...
Bohr model of hydrogen
... Even though the spectral nature of light is present in a rainbow, it was not until 1666 that Isaac Newton showed that white light from the sun is composed of a continuum of colors (frequencies). Newton introduced the term “spectrum” to describe this phenomenon. His method to measure the spectrum of ...
... Even though the spectral nature of light is present in a rainbow, it was not until 1666 that Isaac Newton showed that white light from the sun is composed of a continuum of colors (frequencies). Newton introduced the term “spectrum” to describe this phenomenon. His method to measure the spectrum of ...
Optically polarized atoms_ch_2_Atomic_States
... Within present approximation, energies do not depend on (individually conserved) projections of L and S This degeneracy is lifted by spin-orbit interaction (also spinspin and spin-other orbit) This leads to energy splitting within a term according to the value of total angular momentum J (fine struc ...
... Within present approximation, energies do not depend on (individually conserved) projections of L and S This degeneracy is lifted by spin-orbit interaction (also spinspin and spin-other orbit) This leads to energy splitting within a term according to the value of total angular momentum J (fine struc ...
Egely Wheel® Vitality Indicator
... largest distance, where the wheel still rotates. It is better to start the test near the device, then move the hand gradually at a distance until the rotation stops altogether. We do no recommend using the device for more than 10 - 15 minutes at a time, as it might deplete our energy. Rather try it ...
... largest distance, where the wheel still rotates. It is better to start the test near the device, then move the hand gradually at a distance until the rotation stops altogether. We do no recommend using the device for more than 10 - 15 minutes at a time, as it might deplete our energy. Rather try it ...
Momentum
... Example: External forces to the define the system as “rifle+bullet”, then “rifle+bullet” system include gravity and the explosion of the bullet and the force it whatever is holding up the rifle has with the rifle are all internal; the rifle must recoil with a momentum equal to the bullet’s momentum ...
... Example: External forces to the define the system as “rifle+bullet”, then “rifle+bullet” system include gravity and the explosion of the bullet and the force it whatever is holding up the rifle has with the rifle are all internal; the rifle must recoil with a momentum equal to the bullet’s momentum ...
ELECTRIC FIELD FROM A DIPOLE – 1302Lab1Prob2 You have a
... by a distance d). Label the charged point objects “+” and “-”. Clearly define an x-y coordinate system. 2. Choose an arbitrary position on the dipole diagram. At this position, draw two vectors, one each to represent the electric field due each point charge. (Remember that you can understand the ele ...
... by a distance d). Label the charged point objects “+” and “-”. Clearly define an x-y coordinate system. 2. Choose an arbitrary position on the dipole diagram. At this position, draw two vectors, one each to represent the electric field due each point charge. (Remember that you can understand the ele ...
Chapter 3: Relativistic dynamics
... So a four-velocity vector always squares to −c2 , regardless of the value of the 3-velocity. Let’s summarize what we’ve learned a bit more geometrically. The worldline x(τ ) describes some trajectory through spacetime. At every event along this worldline, the four-velocity u = dx/dτ is a 4-vector wh ...
... So a four-velocity vector always squares to −c2 , regardless of the value of the 3-velocity. Let’s summarize what we’ve learned a bit more geometrically. The worldline x(τ ) describes some trajectory through spacetime. At every event along this worldline, the four-velocity u = dx/dτ is a 4-vector wh ...
and physics - Hal-SHS
... through the concepts of mechanics underwent with the introduction of an alien entity such as the field concept - which it was by then, and it was, indeed, a “physical entity” -, results from an evolution that goes through Maxwell’s electromagnetic theory to Einstein’s relativity: special relativity, ...
... through the concepts of mechanics underwent with the introduction of an alien entity such as the field concept - which it was by then, and it was, indeed, a “physical entity” -, results from an evolution that goes through Maxwell’s electromagnetic theory to Einstein’s relativity: special relativity, ...
Untitled
... At the sub-atomic level matter is composed out of quarks and leptons, two kinds of particles known as fermions, and their anti-particles2. Fermions are characterized by the property that they possess half a quantum unit of intrinsic rotation, or spin, implying that their quantum-theoretical descript ...
... At the sub-atomic level matter is composed out of quarks and leptons, two kinds of particles known as fermions, and their anti-particles2. Fermions are characterized by the property that they possess half a quantum unit of intrinsic rotation, or spin, implying that their quantum-theoretical descript ...