A Construction Method of Metal Oxide Cluster Structure Model
A technology of structural model and construction method, applied in the field of metal oxide material structure design, can solve the problems of increasing time and computing resource cost, consuming large time and computing resources, prolonging the search and comparison process, etc., to reduce the configuration possibility The effect of scoping, narrowing the scope, and improving the efficiency of the build
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Embodiment 1
[0070] According to the construction method of a metal oxide cluster structure model provided by this embodiment, V 2 o 5 Cluster modeling process:
[0071] 1-1, vanadium element is a metal with 5 coordination, metal oxide V 2 o 5 The basic structural unit of the cluster is V(=O) 1 (-O-) 3 / 2 (Such as figure 2 shown); then the ratio of the vertices to the number of edges of the required polyhedron topology is preferably 2 / 3.
[0072] 1-2. The selected polyhedron topology is tetrahedron, regular hexahedron, and regular dodecahedron. The ratio of vertices to edges of these three polyhedron topologies is 1 / 3, and there is no need to adjust the polyhedron topology.
[0073] 1-3, the V 2 o 5 The basic structural units of the cluster are placed at the vertices, and the basic structural units are connected by bridge oxygen atoms; three Vs of regular tetrahedron, regular hexahedron, and regular dodecahedron are obtained 2 o 5 The basic configuration of the cluster (such as ...
Embodiment 2
[0076] According to the construction method of a metal oxide cluster structure model provided in this embodiment 2 o 3 Cluster modeling process:
[0077] 2-1, Aluminum element is a 3-coordinated metal, metal oxide Al 2 o 3 The basic structural unit of the cluster is Al(-O-) 3 / 2 (Such as Figure 5 shown); then the ratio of the vertices to the number of edges of the required polyhedron topology is preferably 2 / 3.
[0078] 2-2. The selected polyhedral topology is tetrahedron, regular hexahedron, and regular dodecahedron. The ratio of vertices to edges of these three polyhedral topological structures is 1 / 3, and there is no need to adjust the polyhedral topology.
[0079] 2-3, put the basic structural unit at the apex, and connect the basic structural unit with a bridging oxygen atom. Obtain three Al of regular tetrahedron, regular hexahedron and regular dodecahedron 2 o 3 The basic structure of the cluster (such as Figure 3a , 3b and 3c).
[0080] 2-4, using DMol base...
Embodiment 3
[0082] According to the construction method of a metal oxide cluster structure model provided in this embodiment 3Cluster modeling process:
[0083] 3-1, tungsten element is a metal with 6 coordination, metal oxide WO 3 The basic structural unit of the cluster is W(=O) 1 (-O-) 4 / 2 (Such as Figure 7 shown). The desired polyhedral topology preferably has a ratio of vertices to edges of 1 / 2.
[0084] 3-2. The selected polyhedron topology is octahedron, half cube, and half icosahedron, such as Figure 8a , 8b As shown in and 8c, the ratio of vertices to edges of the three polyhedral topological structures is 1 / 2, and no adjustments to the polyhedral topological structures are required.
[0085] 3-3, put the basic structural unit at the apex, and connect the basic structural unit with a bridging oxygen atom. Obtain three WOs of regular octahedron, half cube and half icosahedron 3 The basic structure of clusters.
[0086] 3-4, using DMol based on first principles 3 Carry...
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