Tạo ra phân tử nano “4 bánh” nhỏ nhất thế giới
Kích thước chiều dài của loại phân tử này chỉ bằng 1 phần tỉ mét (nanomet), nhỏ hơn 60.000 lần so với độ dày sợi tóc ở người và chuyển động trong phản ứng đốt nóng các electron.
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