Project supported by the National Nature Science Foundation of China(Nos.11262012,11262017,11462020,and 10761005);the Scientific Research Key Program of Inner Mongolia University of Technology(No.ZD201219)
Based on the fundamental equations of piezoelasticity of quasicrystals (QCs), with the symmetry operations of point groups, the plane piezoelasticity theory of one- dimensional (1D) QCs with all point groups is in...
supported by the National Natural Science Foundation of China (Nos.11262012, 11462020, 10761005 and 11262017);the Scientific Research Key Program of Inner Mongolia University of Technology of China (No.ZD201219);the Natural Science Foundation of Inner Mongolia Department of Public Education of China (No.NJZZ13037);the Inner Mongolia Natural Science Foundation of China (No.2013MS0114)
Based on the fundamental equations of piezoelasticity of quasicrystal media, using the symmetry operations of point groups, the linear piezoelasticity behavior of one-dimensional(1D)hexagonal quasicrystals is invest...
Project supported by the National Natural Science Foundation of China (Grant Nos. 11026175, 11262017, and 10761005);the Key Project of Ministry of Education of China (Grant No. 212029);the Natural Science Foundation of Inner Mongolia, China (Grant Nos. 2009MS0102 and 2009BS0104);the Natural Science Foundation of Inner Mongolia Department of Public Education, China (Grant Nos. NJzy08024 and NJ10047)
The stress potential function theory for the plane elasticity of octagonal quasicrystals is developed. By introducing stress functions, a large number of basic equations involving the elasticity of octagonal quasicrys...