分析测试中心广泛听取客户意见建议,认真地查找和剖析每一个问题,同济大学客户表示很需要配合EDS使用STEM模式做Mapping,透射电子显微镜的检测员通过与工程师的沟通和自我的学习,努力提高科研服务能力和技术水平,现都已掌握STEM明场、STEM的暗场、配合EDS使用的STEM模式、高角环形暗场(HAADF)的观察技术,充分发挥现有仪器的功能和潜力。目前已经可以进行STEM、HAADF等功能的对外服务,获得了客户一致好评。
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)
上海海洋大学高校的金包银样品,用HAADF拍摄的TEM图像主要体现了样品的原子序数衬度,相比传统拍摄用的质厚衬度,得到了更好的效果,用户表示很满意。