(Received December 22, 1998)
The properties of α-cluster matter is studied within a microscopic framework, which takes full account of an effective inter-nucleon force and the Pauli exclusion principle. The α-cluster matter plays an essential role in any α-cluster model as its infinite limit. This is because the α-cluster matter used in an α-cluster model is under the same situation as is ordinary nuclear matter for an independent particle model. In this study, all the α-clusters are arranged in the generator coordinate space, which can be an equivalent model to the resonating group method. Every α-cluster is in the same situation if the infinite system has an ordered configuration like a crystal structure. In this article, simple lattice configuration is mainly considered from various aspects. In particular, distorted α-clusters are taken into account in order to see the properties of α-cluster in the infinite systems.
URL : http://ptp.ipap.jp/link?PTPS/132/213/
DOI : 10.1143/PTPS.132.213