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... This sketch represents an object ejected from a planet into space, for example from Earth’s surface. If the initial velocity is large enough, the object will always have a positive velocity. However, the acceleration is always negative (pointing toward the planet), so the velocity will diminish, but ...
... This sketch represents an object ejected from a planet into space, for example from Earth’s surface. If the initial velocity is large enough, the object will always have a positive velocity. However, the acceleration is always negative (pointing toward the planet), so the velocity will diminish, but ...
Vortex Dynamics in Bose-Einstein Condensates
... To calculate the average angular momentum per particle and its relation with the
spontaneous shape deformation of the BEC, we use time-dependent variational method.
We also calculate numerically and compare with the variational results.
The variational wave function of the condensate is ta ...
... To calculate the average angular momentum
NMR SPectroscopy
... Just as when using Hund’s rules to fill atomic orbitals with electrons, nucleons must each have a unique set of quantum numbers ...
... Just as when using Hund’s rules to fill atomic orbitals with electrons, nucleons must each have a unique set of quantum numbers ...
PT-symmetric quantum mechanics
... eigenvalues of the operator PT have the form e i u . To see this, let C be an eigenfunction of PT with eigenvalue l: PTC5lC. Recalling that (PT) 2 51, we multiply this eigenvalue equation by PT and obtain l * l51, where we have used the fact that i→2i under PT. Thus, l5e i u . We know that if two li ...
... eigenvalues of the operator PT have the form e i u . To see this, let C be an eigenfunction of PT with eigenvalue l: PTC5lC. Recalling that (PT) 2 51, we multiply this eigenvalue equation by PT and obtain l * l51, where we have used the fact that i→2i under PT. Thus, l5e i u . We know that if two li ...
Topological quantum computation
... Actually, this impression is quite misleading. All that is essential for a spin-statistics connection to hold is the existence of antiparticles. Special relativity is not an essential ingredient. Consider an anyon, characterized by the phase θ, and suppose that this particle has a corresponding anti ...
... Actually, this impression is quite misleading. All that is essential for a spin-statistics connection to hold is the existence of antiparticles. Special relativity is not an essential ingredient. Consider an anyon, characterized by the phase θ, and suppose that this particle has a corresponding anti ...
Algebraic approach to interacting quantum systems
... specific physical entities (like spins, particles, gauge fields, etc.), the corresponding translation provides a rigorous connection between seemingly unrelated physical systems. This is the main subject of Section 6, where we show examples of completely different quantum lattice systems described by t ...
... specific physical entities (like spins, particles, gauge fields, etc.), the corresponding translation provides a rigorous connection between seemingly unrelated physical systems. This is the main subject of Section 6, where we show examples of completely different quantum lattice systems described by t ...
Quantum Physics (UCSD Physics 130)
... 12.1 Quantum Mechanics for Two Particles . . . 12.2 Quantum Mechanics in Three Dimensions . 12.3 Two Particles in Three Dimensions . . . . . 12.4 Identical Particles . . . . . . . . . . . . . . 12.5 Sample Test Problems . . . . . . . . . . . . ...
... 12.1 Quantum Mechanics for Two Particles . . . 12.2 Quantum Mechanics in Three Dimensions . 12.3 Two Particles in Three Dimensions . . . . . 12.4 Identical Particles . . . . . . . . . . . . . . 12.5 Sample Test Problems . . . . . . . . . . . . ...
Characterizing the Performance Effect of Trials and Rotations in
... Ultimately the QC programs we consider here would be executed on QC hardware. While specific options for QC implementation technology vary widely, Fig. 2 shows a general approach in which quantum computations execute on a coprocessor unit controlled by a classical computer. Within the quantum proces ...
... Ultimately the QC programs we consider here would be executed on QC hardware. While specific options for QC implementation technology vary widely, Fig. 2 shows a general approach in which quantum computations execute on a coprocessor unit controlled by a classical computer. Within the quantum proces ...