11月18日至21日,由中国地质学会主办的“第五届全国矿田构造与深部找矿预测学术研讨会”在江西省南昌市隆重召开,来自全国50所高校、研究单位和生产单位的500多位代表参加了本次盛会。我院童亨茂老师作为大会学术委员会成员及专题召集人,并带领3位研究生代表中国石油大学(北京)(本次大会的协办单位之一)参加了会议。
会议期间,童亨茂老师分别作了题为“广义断层理论及其在矿田构造解析中的应用”的大会会前讲座以及“中国南海莺歌海盆地构造演化新模式”的分会场特邀报告,讲座和报告得到了良好的反馈和评议。此外,童亨茂老师指导的硕士研究生杨东辉、肖坤泽和张宏祥在大会分会场学术交流中作了口头报告,其中杨东辉和张宏祥获得了大会优秀研究生报告奖。
![说明: C:\Users\张宏祥\Desktop\1.jpg](data:image/png;base64,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)
“全国矿田构造与深部找矿预测学术研讨会”每四年举行一次,本次会议旨在进一步总结矿田构造的最新研究进展、未来发展趋势和学科前沿问题,深入探讨矿田构造为解决深地资源勘查应发挥的作用,并围绕深部找矿战略和“一带一路”倡仪,探讨新形势下如何实现矿田构造研究与我国矿产资源勘查的有机结合,服务于找矿突破战略行动。