6533b7d0fe1ef96bd125ad99
RESEARCH PRODUCT
CONDENSATE FRACTION IN THE DYNAMIC STRUCTURE FUNCTION OF BOSE FLUIDS
M. SaarelaV. ApajaFerran Mazzantisubject
PhysicsWavelengthClassical mechanicsContinuity equationMathematical analysisStructure functionSecond moment of areaEquations of motionStatistical and Nonlinear PhysicsImpulse (physics)Condensed Matter PhysicsKinetic energySuperfluid helium-4description
We present results on the behavior of the dynamic structure function in the short wave length limit using the equation of motion method. The one-body continuity equation defines the self-energy, which becomes a functional of the fluctuating two-body correlation function. We evaluate the self-energy in this limit and show that sum rules up to the second moment, which requires the self-energy in the short wave length limit and zero frequency to be proportional to the kinetic energy per particle, are exactly satisfied. We compare our results with the impulse approximation and calculate the condensate fraction. An analytic expression for the momentum distribution is also derived.
| year | journal | country | edition | language |
|---|---|---|---|---|
| 2007-09-01 | International Journal of Modern Physics B |