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一、核伽(?)-共振法物理前提。γ量子不仅与电子相互作用,而且在与核相互作用时也能被散射和吸收。在后一种情况下,原子核获得一个反衡脉冲,结果在入射量子能量E_γ和共振散射量子的能量E_γ之间出现如下的相关关系:E’_γ=E_γ-2R(1)其中R为原子核的反衡能量穆斯鲍尔发现了共振吸收或者γ量子被原子核散射而没有在反衡上消耗能量的现象(相干散射):E’_γ=E_γ(2)在宏观系统中相互关联的核(例如结晶格架中的核)产生散射时可以观测到穆斯鲍尔效应。与此同时具有很大质量的宏观系统
First, nuclear gamma (?) - Resonance method physical premise. The γ quantum does not only interact with the electrons but also scatter and absorb when interacting with the nucleus. In the latter case, the nuclei acquire an anti-impulsive pulse. As a result, the following correlation exists between the incident quantum energy E_γ and the energy of the resonant scattering quantum E_γ: E’_γ = E_γ-2R (1) where R is the nucleus The counterbalanced energy Muschers discovered the phenomenon that resonance absorption or the γ quantum is scattered by the nuclei without consuming energy in the counter-balance (coherent scattering): E’_γ = E_γ (2) Interrelated nuclei in macroscopic systems Crystal lattice in the nuclear) scattering can be observed when the Muspel Bauer effect. At the same time with great quality macroscopic system