各有关单位:
为纪念“5.20世界计量日”,聚焦前沿科技、弘扬计量历史文化,中国计量测试学会定于2022年5月19日在线举办“计量大讲堂”,促进计量测试科技进步和科普知识传播。现将有关事项通知如下:
一、 时间、方式
时间:2022年5月19日下午14:30分
方式:在线直播
二、 组织单位
中国计量测试学会、河北大学
三、 主要内容
(一)半导体芯片检测技术
(二)中国古代度量衡藏品鉴赏
四、其它事项
(一)请参会人员扫描下方二维码进入线上会场,会议免费参加
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)
(二)联系方式
中国计量测试学会 黄子恒 15501275587
河北大学 李红莲 15632280231
附件:“计量大讲堂”日程
时间 |
活动内容 |
14:30-15:00 |
领导致辞 |
15:00-16:00 |
半导体芯片检测技术
杨树明 教授 西安交通大学 |
16:00-17:00 |
中国古代度量衡藏品鉴赏
尉效军 副会长 中国收藏家协会度量衡收藏委员会 |
中国计量测试学会
2022年5月15日