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ZnGeP_(2)晶体中的晶格振动模拟与光谱分析 被引量:1

Simulation of Lattice Vibration in ZnGeP_(2) Crystal and Its Spectral Analysis
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摘要 ZnGeP_(2)晶体在9~10μm的光学吸收限制了其在中远红外波段的应用,该波段吸收与其晶格振动有关。本文通过理论计算与实验相结合的方法,解释了晶体红外截止边和9μm附近吸收峰的物理机制。通过布里奇曼法生长出ZnGeP_(2)单晶,并测试生长得到的ZnGeP_(2)晶体的变温拉曼光谱和变压拉曼光谱,基于第一性原理方法计算了ZnGeP_(2)布里渊区中心的振动频率,并计算了不同压力下晶体的晶格常数和拉曼位移峰的位置。实验结果与理论计算结果表明:温度升高使得其振动模发生红移,且振动模强度减弱,半峰全宽变大,而压力增大则会引起ZnGeP_(2)晶体振动模发生蓝移,振动模强度减弱,半峰全宽变大。 The optical absorption at 9μm to 10μm related to lattice vibration in ZnGeP_(2) crystal limited its application in the mid-and far-infrared range.To explain the physical mechanism of the infrared cut-off edge and the absorption peak near 9μm in ZnGeP_(2),a method combining theoretical calculations and experiments was used.Thus,the ZnGeP_(2) single crystal was grown by the Bridgman method,and the temperature-dominated and pressure-dominated Raman spectrum of the grown ZnGeP_(2) crystal were tested.In addition,the vibration frequency of ZnGeP_(2) in the center of the Brillouin zone,the crystal lattice constant and Raman shift peak under different pressures were calculated based on the first-principles method.Experimental and theoretically calculated results reveal that the frequency of the vibration red shifts with temperature increasing,simultaneously,decrease of intensity and wider half-peak width of the vibration are observed.Besides,the frequency of the vibration blue shifts with pressure increasing,simulatenously,decreases of intensity and wider half-peak width of the vibration are observed.
作者 赵鑫 谢华 方声浩 庄巍 叶宁 ZHAO Xin;XIE Hua;FANG Shenghao;ZHUANG Wei;YE Ning(Fujian Institute of Research on the Structure of Matter,Chinese Academy of Sciences,Fuzhou 350002,China;Institute of Functional Crystals,Tianjin University of Technology,Tianjin 300384,China)
出处 《人工晶体学报》 CAS 北大核心 2022年第2期185-192,共8页 Journal of Synthetic Crystals
基金 国家自然科学基金重大项目(51890862)。
关键词 ZnGeP_(2) 拉曼光谱 红外吸收 变温变压 第一性原理 多声子吸收 晶格振动 ZnGeP_(2) Raman spectroscopy infrared absorption variable temperature and pressure first-principle multiphonic absorption lattice vibration
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