中国科学家成功研制出八台深紫外固态激光源科技沿装备

激光作为20世纪四大发明之一,具有普通光源难以实现的亮度高、单色性好、相干性好、方向性好等特点,目前已在现代加工、医疗、国防军事等领域得到广泛应用。

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" />

深紫外全固态激光源,是指输出波长在200纳米以下的固体激光器,与同步辐射和气体放电光源等现有光源相比,具有高的光子流通量/密度、好的方向性和相干性。

中国科学家利用独创、独有的深紫外技术和深紫外激光非线性光学晶体,成功研制出深紫外激光拉曼光谱仪、深紫外激光发射电子显微镜等八台深紫外固态激光源前沿装备,均为当今世界所独有的科研利器,居深紫外领域国际领先地位。

随着激光技术的发展,全固态深紫外(波长<200纳米)激光具有波长短、峰值功率高的优点,使其成为目前激光领域的研究热点。

当前,实现深紫外激光输出的最有效的方式,是借助于深紫外非线性光学晶体的频率转换特性。而提到非线性光学晶体,我们不得不提一种名为氟硼铍酸钾(KBBF)的晶体。

近半个世纪以来,我国在非线性光学晶体领域一直处于国际领先地位,相继发明并产业化了β-BaB2O4、LiB3O5 和KBe2BO3F2(KBBF)等一系列“中国牌”晶体。其中,利用KBBF晶体,中国科学家在世界上第一次实现了1064纳米激光直接倍频实现深紫外激光输出(177.3纳米)。2009年Nature 以《中国“藏匿”的晶体珍宝》报道了中国人工晶体的成就:“中国在KBBF晶体上的垄断地位并不是偶然,中国的科研人员悄然占领了一系列广阔的材料研究领域的制高点”。

但是,由于受到本身缺陷的制约(层状习性,原料剧毒),KBBF晶体难以满足深紫外激光器行业的应用需求。因此,设计合成新型深紫外非线性光学晶体是目前亟待研究和突破的课题。

潜在的深紫外非线性光学晶体需要同时具备以下几个条件:

1、深紫外透过截止边低(这决定可应用波段及抗激光损伤能力)

2、倍频效应大(这决定转换效率)

3、折射率色散小(这决定材料激光倍频输出的波长范围)

而这些性能之间又相互制约、相互影响。比如说,深紫外透过低需要带隙要更宽,但是带隙变宽了以后,倍频效应就不好进一步增大了。所以说,研究材料结构与性能的关系,建立功能基元数据库、探索平衡性能之间相互制约的机制,筛选并引入新的功能基团,是突破深紫外光学晶体的有效手段。

中国科学院新疆理化技术研究所特殊环境功能材料与器件院重点实验室潘世烈团队就在这方面有了系列的进展。

他们通过分析硼酸盐晶体性能之间相互制约的关系,基于材料模拟方法首次提出了一种将BO4-xFx(x=1,2,3)功能基团引入硼酸盐框架的设计策略,成功筛选设计出一系列很有潜力的碱金属氟硼酸深紫外光学晶体,并证实了这一类材料作为深紫外非线性光学晶体应用的可行性。

近日,该团队又成功设计并合成出首例碱土金属氟硼酸盐SrB5O7F3 ,该晶体紫外截止边低于180nm,双折射率较大(0.07@532),相位匹配波长短(180nm)。这些性能表明该晶体可应用于深紫外波段。此外,SrB5O7F3倍频效应为KBBF的1.3倍,具有更高的激光转换效率。基于SrB5O7F3晶体优异的光学和物化性能,其有望在深紫外激光倍频输出方面得到应用。