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1.
采用同步辐射能量色散X射线衍射技术和金刚石对顶砧高压装置,对ZnS:Eu纳米晶进行了原位高压X光衍射实验.最高压力为30.8Pa.当压力为11.5GPa时,ZnS:Eu发生了一次从纤锌矿到闪锌矿的结构相变.在压力为16.0GPa时,又发生了明显的结构相变,相变后的结构为岩盐矿,其相变压力较体材料高.得到了Birch-Murnaghan状态方程、ZnS:Eu纳米晶的体模量和压力导数.ZnS:Eu纳米晶的体模量高于体材料的值,表明纳米材料较体材料的硬度高.  相似文献   

2.
采用原位高压同步辐射能散X射线衍射和金刚石压砧技术,实验研究了新型超硬材料六角相B0.47C0.23N0.30的高压相变及物理特性,压力范围为1.4~30 GPa.实验结果表明,六角相B..47C0.23N0.30在14.9 GPa压力下发生了相变,形成的新相为六方纤锌矿结构.计算得到了具有六方纤锌矿结构的B0.47C...  相似文献   

3.
 采用同步辐射能量色散X射线衍射(EDEX)技术和金刚石对顶砧高压装置,对纳米硫化锌球壳进行了原位高压X射线衍射实验。最高压力达33.3 GPa。常压下纳米硫化锌球壳为纤锌矿结构和闪锌矿结构共存的混相结构。压力达到11.2 GPa时,纳米硫化锌空心球中的纤锌矿结构全部转变为闪锌矿结构。压力达到16.0 GPa时,发生了由闪锌矿结构向岩盐矿结构的相变,在17.5 GPa和21.0 GPa时分别出现未知峰,33.3 GPa时基本完全转变为岩盐矿结构。两个相变均为可逆相变。  相似文献   

4.
 用金刚石压砧高压X光衍射技术研究了Ⅱ-Ⅵ族化合物CdTe的室温状态方程和室温高压相变。实验的最高压力达39.2 GPa。实验中发现CdTe从(3.3±0.1)GPa开始从闪锌矿结构相相NaCl结构相转变,相变时体积收缩15.8%;从(10.3±0.2)GPa开始从NaCl相向β-Sn结构相转变,相变时无体积突变;在(12.2±0.2)GPa由β-Sn相向正交结构相转变,相变时也无体积突变。CdTe的压缩数据用最小二乘法以Bridgman状态方程和Murnaghan状态方程拟合,得到其零压时合相变压力时各个相的体弹模量及体弹模量的压力微商,并与其它的实验合理论结果进行比较。  相似文献   

5.
在北京同步辐射高压站进行了BeO高压原位能量色散X射线衍射实验. 在从常压下加压至42GPa的过程中,BeO保持常压的六方纤锌矿结构(Wurtzite),没有发生相变,晶胞体积随着压力增加单调减小.用Murnaghan方程拟合出BeO在0.6—42.0GPa范围内的P-V状态方程,得到体弹模量K0=276GPa.  相似文献   

6.
利用原位高压同步辐射X射线衍射方法,对尺寸为11 nm的CaF2纳米晶粒进行高压结构相变和压缩特性研究。当压力为12 GPa时,观察到由萤石结构向α-PbCl2结构转变的一次相变,该相变压力点远高于体材料,但略低于粒径更小的CaF2纳米晶体。相比体材料,纳米尺寸的CaF2样品的体弹模量更大,说明其更难被压缩。当压力释放至常压时,11 nm的CaF2纳米晶粒的α-PbCl2型亚稳相结构被保留下来,相变不可逆。分析了影响11 nm CaF2纳米晶粒独特高压行为的原因,判定尺寸效应为主要因素,该尺寸下较高的表面能导致结构稳定性增强和体积模量增加。  相似文献   

7.
采用原位高压同步辐射X射线衍射技术, 利用金刚石对顶砧(DAC)装置产生高压, 测定了无定形硒在室温下、74.3GPa的压力范围内的同步辐射X射线衍射谱. 在实验压力范围内, 发现无定形硒在10GPa到11Gpa压力范围内发生了压致结晶变化, 其结晶后的产物为六角晶体与一种新的高压金属相[6]<\sup>的混合体. 值得说明的是该高压金属结构一直到42GPa时仍稳定存在, 到42GPa以后才转变成正交结构. 分别观察到了在30GPa和60GPa左右发生的从单斜相到正交相和从正交相到菱方相的结构相变, 这分别与Mao等人[1]<\sup>和Akahama等人[3]<\sup>从六角结构硒晶体出发得到的实验结果相同.  相似文献   

8.
 采用金刚石压砧高压装置,研究了双钙钛矿结构化合物Sr2CrWO6在室温下、34.5 GPa压力内的同步辐射X射线衍射谱,发现在9.6 GPa的压力点样品的结构有所变化。结合室温下20 GPa内电阻和电容随压力的变化,证明样品在9 GPa附近发生了晶体结构相变,而在2~5 GPa的压力范围内样品发生了电子结构相变。  相似文献   

9.
采用金刚石对顶砧高压装置(DAC)和同步辐射X射线光源法,对Heusler类型的磁性形状记忆合金Mn2NiGa的结构进行了原位高压X射线衍射测量,并对卸载后的受压样品进行了磁测量.实验观察到材料在室温下分别在0.77 GPa和20 GPa压力下发生了两次不可逆结构相变:马氏体相变和两种不同马氏体间的等结构相变.同时加压使马氏体结构中产生了大量的缺陷,造成了严重的晶格畸变,致使马氏体结构的矫顽力提高了近10倍,达到204 kA/m.结果发现,加压处理造成样品马氏体相饱和磁化强度的大幅度降低,显示出明显的缺陷效应.  相似文献   

10.
 用四点电极法及磁控溅射结合光刻集成电极的方法,测量了铁在25 GPa压力下的电阻随压力的变化;用微区X射线衍射仪原位测量了铁在25 GPa压力下晶胞参数随压力的变化关系。实验结果表明,铁在13.7 GPa时发生相变,由体心立方相转变为六方密堆相,在18.1 GPa时相变结束。利用高压下铁的电阻数据,结合X射线衍射结果,推导出铁的电导率随压力的变化关系。  相似文献   

11.
The Born–Mayer potential has been employed to predict the phase transition pressure in four strontium monochalcogenides, namely, SrO, SrS, SrSe, and SrTe, which crystallize in the NaCl (B1) phase and with the application of pressure, transforms to the CsCl (B2) phase. The compression, bulk modulus and the first-order pressure derivative of bulk modulus have also been calculated and compared with the available experimental and other theoretical results. The calculated values of transition pressure and other elastic properties predict that the hardness and strength parameters depend on the crystal structure and have the different values for different structures.  相似文献   

12.
The equation of state and the pressure effect on the bulk modulus of AlP, AlAs and AlSb are studied from the electronic theory of solids by using our presented binding force, although not reported experimentally. The obtained results of the pressure-volume relations involving the pressure- induced phase transition are useful to estimate the experimental data of these compounds. The obtained bulk modulus increases with the crystal volume compressed, and the pressure derivative of the bulk modulus for AlP, AlAs and AlSb is estimated theoretically.  相似文献   

13.
王金荣  朱俊  郝彦军  姬广富  向钢  邹洋春 《物理学报》2014,63(18):186401-186401
采用密度泛函理论中的赝势平面波方法系统地研究了高压下RhB的结构相变、弹性性质、电子结构和硬度.分析表明,RhB在25.3 GPa时从anti-NiAs结构相变到FeB结构,这两种结构的弹性常数、体弹模量、剪切模量、杨氏模量和弹性各向异性因子的外压力效应明显.电子态密度的计算结果显示,这两种结构是金属性的,且费米能级附近的峰随着压强的增大向两侧移动,赝能隙变宽,轨道杂化增强,共价性增强,非局域化更加明显.此外,硬度计算结果显示,anti-NiAs-RhB的金属性比较弱,有着较高的硬度,属于硬质材料.  相似文献   

14.
The pressure-volume relation and the compression effect on the bulk modulus of tetrahedral compounds such as GaP, InP, ZnS, ZnSe, ZnTe and CdTe are investigated from the electronic theory of solids by using our recently presented binding force, which includes mainly covalent interactions in the pseudopotential formalism and partially ionic interactions. The calculated results of the pressure-volume relations involving the pressure-induced phase transition are useful when comparing with the experimental data under high pressure. The calculated bulk modulus of these compounds increases as the crystal volume decreases. Further, the pressure derivative of bulk modulus is not constant and decreases with the reduction of the crystal volume.  相似文献   

15.
A first-principles pseudopotential method is used to investigate the structural and elastic properties of ScAs and ScSb in their ambient B1(NaCl) and in high pressure B2 (CsCl) phases and phonon structures at zero and close to phase transition pressure. The calculated lattice constants, static bulk modulus, first order pressure derivative of the bulk modulus and the elastic constants are reported in B1 and B2 structures and compared with available experimental and other theoretical results. The phonon properties of these two compounds are compared among themselves which reveal that these compounds are predominantly metallic, due to degeneracy of optical frequencies at the zone centre. At high pressure, near the B1 to B2 transition, the LA mode at X-point softens leading to structural instability.  相似文献   

16.
Anthracene molecular crystal has been investigated up to a pressure of 10.5 GPa at room temperature using variable shape variable size Monte Carlo simulations in an isothermal–isobaric ensemble. We have reported various structural quantities, such as cell parameters and unit cell volume, as a function of pressure and compared them with the experimental results [J. Chem. Phys. 119, 1078 (2003)]. The pressure dependence of angles θ, δ and χ which describe the relative packing of molecules in the crystal has been calculated. We report that anthracene molecular crystal does not exhibit any first order phase transition up to a pressure of 10.5 GPa which is consistent with the experimental observations by Oehzelt et al. [Phys. Rev. B 66, 174104 (2002)]. The calculated equation of state (EOS) has been fitted to a Murnaghan-type EOS with good agreement. The calculated bulk modulus and the pressure derivative of bulk modulus are 8.2 GPa and 8.9 respectively which are in agreement with the experimentally calculated values.  相似文献   

17.
吕兵  令狐荣锋  易勇  杨向东 《中国物理 B》2010,19(7):76201-076201
This paper carries out the First principles calculation of the crystal structures (zinc blende (B3) and rocksalt (B1)) and phase transition of boron arsenic (BAs) based on the density-functional theory. Using the relation between enthalpy and pressure, it finds that the transition phase from the B3 structural to the B1 structural occurs at the pressure of 113.42GPa. Then the elastic constants C11, C12, C44, bulk modulus, shear modulus, Young modulus, anisotropy factor, Kleinman parameter and Poisson ratio are discussed in detail for two polymorphs of BAs. The results of the structural parameters and elastic properties in B3 structure are in good agreement with the available theoretical and experimental values.  相似文献   

18.
GaAs相变和热力学性质的密度泛函理论研究   总被引:6,自引:4,他引:2  
利用平面波赝势密度泛函方法,对GaAs从闪锌矿结构到CsCl 结构的相变进行了理论研究.通过Birch-Murnaghan状态方程拟合闪锌矿结构GaAs的能量和体积,得到了GaAs的热力学性质.我们发现对 GaAs来说,闪锌矿结构通常比CsCl结构稳定,由闪锌矿结构到CsCl结构的相变压力在37.019 GPa左右.计算所得到的晶格常数、体弹模量及体弹模量对压强的一阶导数与实验值以及其他作者的计算值相符合.  相似文献   

19.
利用磁驱动加载装置(CQ-4)和高精度速度测试装置(DPV),开展了斜波加载下锡的动态压缩实验。实验结果表明:锡在加载阶段经历了弹塑性转变和相变等物理过程,相变压力约为7.5 GPa。β–γ相变对应的特征速度随着锡厚度的增加,从676.3 m/s减小到636.8 m/s,对应的压力从7.62 GPa降低到7.11 GPa。结合Hayes多相状态方程和非平衡相变动力学模型,对锡的斜波压缩实验过程进行了模拟,数值计算结果可以较好地描述锡在加载阶段的弹塑性转变和相变等物理过程。讨论了体模量在不同热力学过程中的物理形式,计算结果显示,斜波压缩过程需考虑压力对体模量的修正。分析了相变弛豫时间、体模量等典型物理参数对速度波形的影响,结果表明,相变弛豫时间和各相初始自由能主要影响混合区部分速度波形,γ相的体模量参数只影响相变后的速度波形,β相的体模量参数会影响整体速度波形。  相似文献   

20.
The structural phase transition between B1 (α-MnS) and B3 (β-MnS) is investigated using a density functional theory method. The structural phase transition pressure Pt from α-MnS to β-MnS, which is determined on the basis of the third-order Birch–Murnaghan equation of states, is 30.75?GPa. Also, the lattice parameters a, the bulk modulus B and pressure derivative of bulk modulus B′, which are generally in good agreement with experiments and other theoretical values, are obtained under zero pressure. For further investigation of the structural phase transition pressure of MnS, the relative volumes V/V 0, the bulk modulus B, first and second pressure derivatives (B′ and B″) of bulk modulus for the two structures of MnS have been calculated under various pressures.  相似文献   

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