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多棒串接固体激光器谐振腔的研究
引用本文:席再军,郑启光,秦应雄,余本海,童杏林.多棒串接固体激光器谐振腔的研究[J].物理学报,2003,52(6):1396-1402.
作者姓名:席再军  郑启光  秦应雄  余本海  童杏林
作者单位:华中科技大学激光技术国家重点实验室,武汉 430074
摘    要:运用矩阵光学的方法对多棒串接固体激光器的谐振腔参数及其在平平腔时的热稳条件进行了研究,并计算了六棒串接平平腔固体激光器的稳定区.结果证明:多棒串接固体激光器的稳定区和非稳区相互间隔,在平平腔总腔长、激光棒数量n和棒间距L一定的条件下,当采用对称结构时(L1=L2),则谐振腔的每段稳定区均达到最大;且只要 平平腔满足L1=L2=L/2以及热焦距f在大于某个下限值fm时,稳定性条件01< 关键词: 多棒串接固体激光器 稳定区 热稳条件

关 键 词:多棒串接固体激光器  稳定区  热稳条件
文章编号:1000-3290/2003/52(06)/1396-07
收稿时间:2002-08-13
修稿时间:2002年8月13日

A study on the resonator of multi-rod series connection solid-state lasers
Xi Zai-Jun,Zheng Qi-Guang,Qin Ying-Xiong,Yu Ben-Hai and Tong Xing-Lin.A study on the resonator of multi-rod series connection solid-state lasers[J].Acta Physica Sinica,2003,52(6):1396-1402.
Authors:Xi Zai-Jun  Zheng Qi-Guang  Qin Ying-Xiong  Yu Ben-Hai and Tong Xing-Lin
Abstract:Resonator parameters and thermo-stability conditions for plane-plane resonator o f multi-rod series connection solid-state lasers were investigated by means of m atrix optics.Stability areas of six-rod-connection solid-state lasers in a plane -plane resonator were calculated.The results show that stability areas and non-s tability areas of the multi-rod series-connection solid-state lasers distribute alternately.If the length of the resonator,the number(n) of laser rods and the s pacing (L) between two neighbouring laser rods are given and a symmetry configur ation (L1=L2) is adopted,then every stability area reaches a largest extent. If the condition (L1=L2=L/2) is supposed in plane-plane re sonator and the th ermo focus length (f) is greater than a lower limit value (fm),the st ability c ondition (01G2<1) is almost satisfied except several odd ity values.Further more,when the thermo focus length (f) is smaller than the lower limit value (fm),the resonator come into a deep non-stability area.The lower limit va lue (fm) is determined by the number (n) of laser rods and the spacin g (L) between two rods,the formula is fm=0.25L(if 2≤n≤10).
Keywords:multirod series connection solid state lasers  stability areas  thermo-stability conditions
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