近幾年來，原子核殼層理論中具有奇解的有效位勢原理經常被套用於討論非相對性論點之傳統核子結構問題。一些可適性的有效位勢原理已應用於塔米積分的計算過程中。我們結論出動量獨立性核力的短程分量值近似於動量相依性核力的最短程分量值。
Recently it was argued that it might be possible to treat the conventional nuclear structure problem-non relativistic point nucleons interacting through a static and rather singular potential- as an effective theory in a shell-model basis. Some of the properties of proper effective theories are investigated in calculating the Talmi integrals. We can conclude that the shortest range component of any momentum-dependent force can be approximated by the short range components of the momentum-independent force.
