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Measuring mass and spin of Dark Matter particles with the aid energy spectra of single lepton and dijet at the $e^+e^-$ Linear Collider

机译:用辅助能量测量暗物质粒子的质量和旋转   单元轻子和dijet在$ e ^ + e ^ - $线性对撞机上的光谱

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摘要

In many models stability of Dark Matter particles $D$ is ensured byconservation of a new quantum number referred to as $D$-parity. Our models alsocontain charged $D$-odd particles $D^\pm$ with the same spin as $D$. Here wepropose a method to precisely measure the masses and spins of $D$-particles inthe process $\epe\to D^+D^-\to DDW^+W^-\to DD (q\bar{q})(\ell\nu)$ with asignature {\it dijet + $\mu$ (or $e$) + nothing}. It is shown that the energydistribution of the lepton has singular points (upper edge and kinks or a peak)whose positions are kinematically determined. For precise determination of $D$and $D^\pm$ masses, it is sufficient to measure these singular points and upperedge of dijet energy spectrum. After this procedure, even an approximatemeasurement of the corresponding cross section allows a determination of thespin of $D$ particles to be performed. New points of this work are: 1) We propose to use only the well measurableenergy spectra of {\bf individual leptons} and the upper edge of the dijetenergy spectrum. 2) We propose to identify the spin of $D$-particles via valueof the cross section for the discussed process.
机译:在许多模型中,暗物质粒子$ D $的稳定性是通过保存称为$ D $ -parity的新量子数来确保的。我们的模型还包含带电$ D $奇数粒子$ D ^ \ pm $与$ D $相同的自旋。这里我们提出一种方法来精确测量过程$ \ epe \到D ^ + D ^-\到DDW ^ + W ^-\到DD(q \ bar {q})的过程中$ D $-粒子的质量和自旋\ ell \ nu)$并带有签名{\ it dijet + $ \ mu $(或$ e $)+无}。结果表明,轻子的能量分布具有运动确定位置的奇异点(上边缘,扭结或峰)。为了精确确定$ D $和$ D ^ \ pm $质量,测量这些奇异点和dijet能量谱的上限就足够了。在此过程之后,即使是对相应横截面的近似测量,也可以确定要旋转的$ D $粒子。这项工作的新点是:1)我们建议仅使用{\ bf单个轻子}的可良好测量的能谱和双射能谱的上边缘。 2)我们建议通过所讨论过程的横截面值来确定$ D $粒子的自旋。

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    Ginzburg, I. F.;

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  • 年度 2014
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