Definition of Möbius strip in English:
Möbius strip
nounˈməːbɪəsˌmōbēəs ˈstrip
A surface with one continuous side formed by joining the ends of a rectangle after twisting one end through 180°.
麦比乌斯带（将长方形一端扭转180°和另一端接合所形成的带环）- If you walked around the Möbius strip starting on one side, you would find yourself on the other side after one full trip and on the starting side again only after two full trips.
- Edinburgh streets twist on themselves like Möbius strips, an endless Escher print complete with fish and chip shops.
- For example, joining two sides of a rectangle after giving it a half twist produces the one-sided, one-edged surface called a Möbius strip.
- Discovered in a purely mathematical context, the Möbius strip is the best known of the various toys of topology.
- The resulting surface, called a Möbius strip, has only one side and one edge.
Origin
Early 20th century: named after August F. Möbius (1790–1868), German mathematician.
Definition of Möbius strip in US English:
Möbius strip
nounˌmōbēəs ˈstrip
A surface with one continuous side formed by joining the ends of a rectangular strip after twisting one end through 180°.
麦比乌斯带（将长方形一端扭转180°和另一端接合所形成的带环）- For example, joining two sides of a rectangle after giving it a half twist produces the one-sided, one-edged surface called a Möbius strip.
- If you walked around the Möbius strip starting on one side, you would find yourself on the other side after one full trip and on the starting side again only after two full trips.
- The resulting surface, called a Möbius strip, has only one side and one edge.
- Discovered in a purely mathematical context, the Möbius strip is the best known of the various toys of topology.
- Edinburgh streets twist on themselves like Möbius strips, an endless Escher print complete with fish and chip shops.
Origin
Early 20th century: named after August F. Möbius (1790–1868), German mathematician.