2,237 research outputs found
How to Test the Existence of the Early Parton Cascade Using Photon HBT Correlations?
We report on a possible application of the HBT phenomenon in testing the
existence of two hypothetical phenomena. First, it is argued that the existence
of a rapidly developing parton cascade in the earliest stages of a high energy
nuclear collision process can be tested by studying two-photon HBT correlations
over a wide longitudinal momentum scale - corresponding to the early photon
emission time from the hypothetical parton system. This method provides the
needed selectivity for the early emitted photons, since the photons emitted at
later times correlate over progressively narrower momentum scales. Second, in a
similar way we argue that the existence of a hypothetic dark matter candidate,
the Weakly Interacting Massive Particle (WIMP), may be tested by studying HBT
correlations of cosmic gamma rays at a relatively long detection time scale -
corresponding to the very narrow spectral line of the photons emerging from
WIMP annihilations. Background photons leave no signature since they
essentially do not correlate.Comment: Presented at the 2nd Catania Relativistic Ion Studies, CRIS'98,
Catania, Sicily, Italy, June 8-12, 1998. To appear in the Proceedings, Worl
Scientifi
Electric potential and field calculation of charged BEM triangles and rectangles by Gaussian cubature
It is a widely held view that analytical integration is more accurate than
the numerical one. In some special cases, however, numerical integration can be
more advantageous than analytical integration. In our paper we show this
benefit for the case of electric potential and field computation of charged
triangles and rectangles applied in the boundary element method (BEM).
Analytical potential and field formulas are rather complicated (even in the
simplest case of constant charge densities), they have usually large
computation times, and at field points far from the elements they suffer from
large rounding errors. On the other hand, Gaussian cubature, which is an
efficient numerical integration method, yields simple and fast potential and
field formulas that are very accurate far from the elements. The simplicity of
the method is demonstrated by the physical picture: the triangles and
rectangles with their continuous charge distributions are replaced by discrete
point charges, whose simple potential and field formulas explain the higher
accuracy and speed of this method. We implemented the Gaussian cubature method
for the purpose of BEM computations both with CPU and GPU, and we compare its
performance with two different analytical integration methods. The ten
different Gaussian cubature formulas presented in our paper can be used for
arbitrary high-precision and fast integrations over triangles and rectangles.Comment: 28 pages, 13 figure
Intrinsic volumes of random polytopes with vertices on the boundary of a convex body
Let be a convex body in , let , and let
be a positive and continuous probability density function with
respect to the -dimensional Hausdorff measure on the boundary of . Denote by the convex hull of points chosen randomly and
independently from according to the probability distribution
determined by . For the case when is a submanifold
of with everywhere positive Gauss curvature, M. Reitzner proved an
asymptotic formula for the expectation of the difference of the th intrinsic
volumes of and , as . In this article, we extend this
result to the case when the only condition on is that a ball rolls freely
in
New Developments in Hybrid Photon Detectors
New developments in HPD design are presented, triggered by applications in high energy physics and astrophysics. The presented HPD designs are based on three innovations. (i) In order to achieve the highest possible surface coverage in a RICH detector, we introduced a photoelectron focussing method which is efficient to the periphery of the photocathode. (ii) To prevent positive ion feedback in HPDs, we introduced a permanent potential barrier in front of the anode. (iii) To replace a transmittive by a reflective photocathode, we arrived at a conceptually new HPD design with surprisingly good imaging characteristics, high quantum efficiency and low cost
Solution to the ion feedback problem in Hybrid Photon Detectors and Photo Multiplier Tubes
A general solution to the positive ion feedback problem in Hybrid Photon
Detectors (HPD), photo multipliers (PM) and other similar detectors was found
in the insertion of a permanent electrostatic potential barrier which prevents
drift of positive ions from the anode, or the first dynode, towards the
photocathode. In this paper we present the method as applied to the Intevac
HPD.Comment: 9 pages, 7 figures, accepted for publication in Nucl. Inst. Meth.
Imaging Hybrid Photon Detectors with Minimized Dead Area and Protection Against Positive Ion Feedback
Imaging Hybrid Photon Detectors (HPD) have been developed for integration in
large area Cherenkov detectors for high energy physics and astrophysics. The
presented designs - developed particularly for the experiments MAGIC, LHCb and
AQUA-RICH - comprise very good imaging properties, protection against positive
ion feedback and(or) minimum dead area. The underlying innovations are
discussed in some detail.Comment: 29 pages, 20 figures, submitted to Nucl. Inst. Meth.
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