The sinusoidal traversable wormhole.

• 主要作者: Fu, Ganwei.
• 其他作者: Chew Lock Yue
• 格式: Final Year Project
• 語言: English
• 出版: 2013
• 主題: DRNTU::Science
• 在線閱讀: http://hdl.handle.net/10356/53700

In a baby universe or the universe at a very small scale, the geometry of space-time is believed to exist as a foamy structure; a term called quantum foam first suggested by John Wheeler. This final year thesis report explores the properties of a sinusoidal traversable wormhole and attempts to solve for the existence of a safe geodesic on the wormhole that elementary particles are able to move about. The aim of this thesis is to achieve a safe geodesic elementary particles may travel on during the very beginning of the formation of the universe. In this research I have managed to come out with a periodically safe geodesic which exists for one and a half cycle. This result is sufficient as the topology structure of the 'foamy' wormhole central to this research takes the shape of my sinusoidal wormhole, for half a cycle. For a minimum of one and a half period, the geodesic is guaranteed to be safe as it coils about the outer most region of the sinusoidal traversable wormhole.