Citation: | HUANG Bo. General Expression of Elastic Tensor for Anisotropic Materials[J].JOURNAL OF BEIJING INSTITUTE OF TECHNOLOGY, 2005, 14(1): 83-86. |
[1] |
Nye J F. Physical pro perties of cr ystals[M]. L ondo n:O xford Univ Press, 1960.
|
[2] |
L iu I S. O n representations of anisotropic invariant[J]. Int J Engng Sci, 1982, 20:1099-1109.
|
[3] |
Zhang J M, Ry chlewski J. Str uctural tenso r foranisotropic solids[J]. A rch M ech, 1990, 42:267-277.
|
[4] |
Specer A J M. Iso tropic integ rity bases for vectors andsecond order tensor, Part&[J]. Ar ch R atio nal M echA nal, 1965, 18:51.
|
[5] |
Chen Weiyi. Der ivation of the general form of elasticitytensor of the tr ansverse isotropic material by tensorder ivate[J]. Applied M athematic and M echanics, 1999, 20(3):295-300.
|
[6] |
Zheng Q S, Spencer A J M. On the canonical representations for K ronecher pow er of orthogonal tenso rs w ith applicatio ns to materials symmetr y problems[J]. Int J Engng SCI, 1993, 31(4):617-635.
|
[7] |
Chung D H, Buessem W R. A nisotropy in single crystal[M]. Vahldier F, M ersol S A. Refr actory Compounds, Vol. 2[C]. N ew York:Plenum Press, 1958. 217.
|