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Numerical Study on the Recoating Process in Microstereolithography
Microstereolithography is a promising RP-based micro-fabrication technique that aims to
meet the demands for complex geometry micro-scale parts. Projection microstereolithography
incorporates a Dynamic Pattern Generator to obtain high resolution in the parallel plane.
However, its lateral resolution has been always limited by the final layer thickness and the long
resin settling time, both of which rely on the recoating process. In order to find the critical
factors behind the recoating process, a numerical simulation method (Computational Fluid
Dynamics, CFD) has been used to investigate the relationships among final layer thickness,
settling time, resin viscosity and ratio of object/container size. These results are helpful for the
selection of resin characteristics and the design of the microstereolithography machine.Mechanical Engineerin
Shape of Proton and the Pion Cloud
Proton-proton differential and total cross sections provide information on
the energy dependence of proton shape and size. We show that the deviation from
exponential behavior of the diffraction cone observed near GeV,
(so-called break), both at the ISR and the LHC follows from the -channel
two-pion loop contributions, imposed by unitarity. By using a simple Regge-pole
model, we extrapolate the "break" from the ISR energy region to that of the
LHC. This allows us to answer two important questions: 1) To what extent is the
"break" observed recently at the LHC a "recurrence" of that seen at the ISR
(universality)? 2) What is the relative weight of two-pion effect to the vertex
coupling (Regge residue) compared to expanding size (pomeron propagator) in
producing the "break"? We find that the effect comes both from the Regge
residue (proton-pomeron coupling) and from the Regge propagator. A detail
analyses of their balance, including the correlation between the relevant
parameters is presented.Comment: 9 pages, 7 figures, 3 table
Relaxation of a high-energy quasiparticle in a one-dimensional Bose gas
We evaluate the relaxation rate of high-energy quasiparticles in a weakly
interacting one-dimensional Bose gas. Unlike in higher dimensions, the rate is
a nonmonotonic function of temperature, with a maximum at the crossover to the
state of suppressed density fluctuations. At the maximum, the relaxation rate
may significantly exceed its zero-temperature value. We also find the
dependence of the differential inelastic scattering rate on the transferred
energy. This rate yields information about temperature dependence of local pair
correlations
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