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首页> 外文期刊>Cumhuriyet Science Journal >Amplitude of Elastic Scattering for the Region of Large Impact Parameters
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Amplitude of Elastic Scattering for the Region of Large Impact Parameters

机译:大冲击参数区域的弹性散射幅度

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Bu ?al??mada, sa??lma genli?inin analitikli?inin ve uniterli?inin gereklili?i incelenmi?tir. Gaussiyen yar?-potential kullan?larak, sa??lma genli?i matrisi i?in bir denklem elde edilmi? ve tesir kesitleri i?in bir formül elde edilmi?tir. Tesir kesitin ba??ml?l??? ve ileri sa??lmadaki genli?in ger?el b?lümünün momentum üzerindeki sanal k?sm?na oran? tart???lm??t?r. Kü?ük a??larda tesir kesiti i?in dik Gaussiyen zirveyi üstel (Orear) rejim takip eder. Teorik yakla??mdan elde edilen sonu?lar deneysel veriler ile kar??la?t?r?lm??t?r . The work is dedicated to consequences of analyticity and unitarity of the scattering amplitude. Using the Gaussian quasipotential an equation for the scattering amplitude matrix is obtained and formula is derived for the cross sections. The dependence of the cross section and ratio of the real part of the amplitude in the forward scattering to its imaginary part of on the momentum are discussed. The steep Gaussian peak for cross section at small angles is followed by the exponential (Orear) regime. Results from theoretical approach are compared with experimental data.
机译:在这项研究中,分析了恢复幅度的解析幅度和单位幅度的必要性。使用高斯半电势,获得了生存振幅矩阵的方程。并获得了横截面的公式。横截面的依赖性向前愈合的振幅的实手部分与动量的虚拟部分之比?讨论过。对于小角度,横截面为陡峭的高斯峰,其后是指数(奥雷尔)形式。从理论方法获得的结果已与实验数据进行了比较。这项工作致力于散射幅度的解析性和统一性的结果。使用高斯拟势,获得了散射振幅矩阵的方程,并得出了截面的公式。讨论了横截面和前向散射中振幅的实部与虚部的比与动量的关系。小角度横截面的陡峭高斯峰之后是指数(奥雷尔)法则。将理论方法的结果与实验数据进行比较。

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