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Sphericity, positioning and Bulging
The view of the moon from the earth is somewhat ubiquitous but lessons on sighting is ephemeral and escapes most persons. In the cause of my routine web surfing, I came across a piece that was exact about the bulging of the earth! I was confused, a moment of silence passed. Although it wasn't something I may not have heard of before it caught my attention, it got me back to the drawing board. I began to recollect the encounters I have had with the solar system. Certainly, it must be a sphere, then I chanced on the ellipsoid argument and finally I saw an approximation stance. So what's bulging? The Advanced English Dictionary defines it as when a thing sticks out, it described it as a lump that sticks out from a round shape. That means there is certainly a stick out with the earth from the confirmations I read. Then why must I see the earth in a somewhat spherical form every time, whether in pictures, as the globe or in videos? No stick out! Back to the moon, with no atmosphere and the image of the sun during eclipse, there must be some missing link. For the moon, the next day gave a full moon so I could observe: there was literally no stick out but the moon looked as though it had been coloured badly, craters? Torus, I guessed. But those can go all the way, Torus segments, maybe segments! But those would create half moons or moons that appear as though another circle has been placed on them. Their negation? What's happening? started going back to manifolds and differential geometry. There has to be a solution to this. Either I accept the earth as its approximated sphere, an ellipsoid that bulges at the Equator or find a physics led mathematical understanding to finally create a response for myself and the next child or young adult ready for the modern world. While concluding, I remembered my letter to NASA while in Junior Secondary School in the early 2000s and how I wanted to work with them. Let's get a solution to this.
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