参考文献/References:
参考文献 References
[1] 王展光, 单建, 何德坪. 金字塔栅格夹心夹层板动力响应分析[J]. 力学季刊, 2006, 27(4):707-713.
WANG ZHANguang, SHAN Jian, HE Deping. Dynamic response analysis of sandwich plates with pyramidal truss cores[J].
Chinese Quarterly of Mechanics, 2006, 27(4):707-713.
[2] 于英华, 高华. 泡沫铝/铸铁层合梁弯曲性能有限元分析[J]. 现代制造工程, 2008(7): 39-42.
YU Yinghua, GAO Hua. Study on bending performance of foam aluminum/cast iron sandwich beam by FEA[J]. Modern Man-
[3] 梁晓军, 朱勇刚, 陈峰, 等. 泡沫铝芯三明治板的粉末冶金制备及其板/芯界面研究[J]. 材料科学与工程学报, 2005, 23(1):
77-80.
LIANG Xiaojun, ZHU Yonggang, CHEN Feng, et al. Research on preparation of aluminium foam sandwich by powder metallurgical
method and face plate/foam core interfacial microstructure[J]. Journal of Materials Science and Engineering, 2005,
23(1): 77-80.
[4] 查海波, 凤仪, 朱琪琪, 等. 泡沫铝层合梁的弯曲性能[J]. 中国有色金属学报, 2007, 17(2):290-295.
ZHA Haibo, FENG Yi, ZHU Qiqi, et al. Bending capability of foam aluminum sandwich beams[J]. The Chinese Journal of
Nonferrous Metals, 2007, 17(2):707-713.
[5] 尚金堂, 何德坪. 泡沫铝层合梁的三点弯曲变形[J]. 材料研究学报, 2003, 17(1):31-38.
SHANG Jintang, HE Deping. Deformation of sandwich beams with Al foam cores in three-point bending[J]. Chinese Journal
of Materials Research, 2003, 17(1):31-38.
[6] 王青春, 范子杰, 桂良进, 等. 中等应变率下泡沫铝的吸能特性[J]. 材料研究学报, 2005, 19(6):601-607.
WANG Qingchun, FAN Zijie, GUI Liangjin, et al. Energy absorption behaviour of aluminium foam under medium strain
rate[J]. Chinese Journal of Materials Research, 2005, 19(6):601-607.
[7] 李战莉，黄再兴．双模量泡沫材料等效弹性模量的细观力学估算方法[J]．南京航空航天大学学报，2006, 38(4): 464-468.
LI Zhanli, HUANG Zaixing. Meso-Mechanical method for estimating equivalent elastic modulus of foam-solid with
double-modulus[J]. Journal of Nanjing University of Aeronautics & Astronautics, 2006, 38(4): 464-468.
[8] 曾纪杰．对中柔度压杆的双模量理论的修正[J]．机械强度，2006, 28(3): 462-464.
ZENG JiJie. Revision of the formula with bimodulusim intermediate column[J]. Journal of Mechanical Strength, 2006, 28(3):
462-464.
[9] 蔡来生，俞焕然．拉压模量不同弹性物质的本构[J]．西安科技大学学报，2009, 29(1): 17-21.
CAI Laisheng, YU Huanran. Constitutive relation of elastic materials with different elastic moduli in tension and compression[
J]. Journal of Xi’an University of Science and Technology, 2009, 29(1): 17-21.
[10] 罗战友，夏建中，龚晓南．不同拉压模量及软化特性材料的柱形孔扩张问题的统一解[J]．工程力学，2008, 25(9): 79-84.
LUO Zhanyou, XIA Jianzhong, GONG Xiaonan. Unified solution for expansion of cylindrical cavity in strain-softening materials
with different elastic moduli in tension and compression[J], Engineering Mechanics, 2008, 25(9): 79-84.
[11] 阿巴尔楚米扬．不同模量弹性理论[M]．邬瑞锋，张允真，译．北京：中国铁道出版社，1986:11-22.
Ambartsumyan S A，Elasticity theory of different modulus[M]．WU Ruifeng，ZHANG Yunzhen Translation． Beijing：China
Railway Press，1986:11-22 .
[12] Meir Destrade. Biomodular rubber buckles early in bending[J].Mechanics of Materials,2009(42):469-476.
[13] Meir Barak. Are tensile and compressive Young＇s moduli of compact bone different[J].Journal of the Mechanical Behavior of
Bio-medical Materials, 2009(2): 51-60.
[14] Qu Chengzhong. Deformation of geocell with different tensile and compressive modulus[J]. Electronic Journal of Geotechnical
Engineering,2009(14):1-14.
[15] Haitian Yanga, Mingling xuab. Solving inverse bimodular problems via artificial neural network[J]. Inverse Problems in
Science and Engineering, 2009, 17(8): 999-1017.
L Zhanli, HUANG Zaixing. Meso-Mechanical method for estimating equivalent elastic modulus of foam-solid with double-modulus[J]. Journal of Nanjing University of Aeronautics & Astronautics, 2006, 38(4): 464-468.
[8] 曾纪杰．对中柔度压杆的双模量理论的修正[J]．机械强度，2006, 28(3): 462-464.