Vapor REPORTS Observation Condensation
... (10, 11). This hybrid approach involves loading a laser-cooled and trapped sample into a magnetic trap where it is subsequently cooled by evaporation. This approach is particularly well suited to heavy alkali atoms because they are readily cooled and trapped with laser light, and the elastic scatter ...
... (10, 11). This hybrid approach involves loading a laser-cooled and trapped sample into a magnetic trap where it is subsequently cooled by evaporation. This approach is particularly well suited to heavy alkali atoms because they are readily cooled and trapped with laser light, and the elastic scatter ...
Conservation of Linear Momentum
... between system components. (Black vectors are total momentum vectors.) There are two equations in the two unknowns, v 1f and v 2f . These are the conservation of kinetic energy (a scaler equation, no direction) and the conservation of linear momentum (signs matter) For a tilted track there would be ...
... between system components. (Black vectors are total momentum vectors.) There are two equations in the two unknowns, v 1f and v 2f . These are the conservation of kinetic energy (a scaler equation, no direction) and the conservation of linear momentum (signs matter) For a tilted track there would be ...
Suppression of Shot Noise in Quantum Point Contacts in the... A. Golub, T. Aono, and Yigal Meir
... order, even if V 2 is negligible, the contribution of the spindown channel to the transport is finite. In the Kondo language, the processes described in Figs. 1(b) and 1(c) correspond to spin-flips, and thus the exchange terms in the Hamiltonian have to be taken into account. Since each spin flip ...
... order, even if V 2 is negligible, the contribution of the spindown channel to the transport is finite. In the Kondo language, the processes described in Figs. 1(b) and 1(c) correspond to spin-flips, and thus the exchange terms in the Hamiltonian have to be taken into account. Since each spin flip ...
Quantum Probability Theory
... In quantum probability the weak law of large numbers holds again for independent and compatible trials. It is a surprising fact that nature — at least on a small scale — appears to be governed by a non-commutative probability theory, called quantum mechanics. ...
... In quantum probability the weak law of large numbers holds again for independent and compatible trials. It is a surprising fact that nature — at least on a small scale — appears to be governed by a non-commutative probability theory, called quantum mechanics. ...
Opening up three quantum boxes causes classically undetectable
... does not move when measured); (b) for any trial, M1 ∨ M2 ∨ M3 = 1 (there is only one ball, and it is definitely in one of the boxes); (c) Bob has an equal probability of finding each j-value when measuring a fresh state, with PMj ðBÞ = 1=3 j ∈ 1; 2; 3 (the ball is placed at random); and (d) Alice ha ...
... does not move when measured); (b) for any trial, M1 ∨ M2 ∨ M3 = 1 (there is only one ball, and it is definitely in one of the boxes); (c) Bob has an equal probability of finding each j-value when measuring a fresh state, with PMj ðBÞ = 1=3 j ∈ 1; 2; 3 (the ball is placed at random); and (d) Alice ha ...