节点文献
晶体线膨胀系数的讨论
Discussion on Linear Expansion Coefficient of Crystals
【摘要】 在非简谐效应下,把势能U(r0+δ)相对于平衡位置r0用泰勒级数展开,保留到δ3项与保留到δ4项时,晶体的线膨胀系数与温度的关系是不同的。以Zn,Cd,Co几种具有六角密积结构的金属晶体为例进行了讨论。
【Abstract】 Under the presence of the nonharmic effect, expanding the potential energy U ( r0 +δ) into Taylor series around the equilibrium r0 , it was found that the relation between linear expansion coefficient and temperature T with U ( r0 +δ) of the terms up to the δ 3is different from the one with U ( r0 +δ) of the terms up to the δ 4. Several crystals with hcp structure such as Zn, Cd, Co were taken for example to discuss the linear expansion coefficient, and the terms up to δ 4must be included in the expansion formula of Taylor series at least.
【关键词】 非简谐效应;
线膨胀系数;
平均位移;
【Key words】 nonharmnic effect; linear expansion coefficient; average displacement;
【Key words】 nonharmnic effect; linear expansion coefficient; average displacement;
- 【文献出处】 唐山师范学院学报 ,Journal of Tangshan Teachers College , 编辑部邮箱 ,2007年02期
- 【分类号】O736
- 【被引频次】2
- 【下载频次】132