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Showing posts from April, 2026

A Geometric View of Gravity (Frome Disks to Rings)

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From Disks to Rings: A Geometric View of Gravity 📌 Update — May 2026 This post was an early exploration of gravitational geometry that pointed in an interesting direction. The intuition behind it has since been substantially rethought and rebuilt from the ground up. The current framework — Gravitational Flux Area and the Self-Reinforcing Feedback Principle  — replaces the bowl geometry with a more rigorous and physically grounded set of principles. Readers are encouraged to go directly to the updated post: → [ here ] What if gravity isn’t about pulling harder… but about spreading less ? This post introduces a simple geometric idea that may help explain one of the most puzzling observations in astrophysics: why galaxies rotate the way they do. 🔭 The Puzzle: Flat Rotation Curves In a simple Newtonian picture, gravity weakens with distance: g(r) ≈ 1 / r^2 So stars farther from the center of a galaxy should move more slowly. But observations show something very different. 👉 Galax...

Could Gravity Become Stronger Simply Because It Has Fewer Directions to Spread?

  Could Gravity Become Stronger Simply Because It Has Fewer Directions to Spread? 📌 Update — May 2026 This post was an early exploration of gravitational geometry that pointed in an interesting direction. The intuition behind it has since been substantially rethought and rebuilt from the ground up. The current framework — Gravitational Flux Area and the Self-Reinforcing Feedback Principle (v2) — replaces the bowl geometry with a more rigorous and physically grounded set of principles. Readers are encouraged to go directly to the updated post: → [ here ] When we think about gravity, we usually imagine something simple: the farther away you are, the weaker gravity becomes. That is the familiar inverse-square law. But galaxies do not always behave that way. Stars far from the center often move much faster than expected. This is usually explained by saying there must be extra invisible mass — dark matter. But there is another possibility. What if gravity still follows the same bas...
  🌌 Can Galaxies Be Explained Without Dark Matter? – Gravity as Flow Concentration, Not Just Force 📌 Update — May 2026 This post was an early exploration of gravitational geometry that pointed in an interesting direction. The intuition behind it has since been substantially rethought and rebuilt from the ground up. The current framework — Gravitational Flux Area and the Self-Reinforcing Feedback Principle (v2) — replaces the bowl geometry with a more rigorous and physically grounded set of principles. Readers are encouraged to go directly to the updated post: → [ here ] 🧠 What We Think We Know About Gravity We usually learn that: “The more mass something has, the stronger its gravity.” And as you move farther away, gravity becomes weaker. This works perfectly in our solar system. 🤯 But Galaxies Don’t Behave That Way When we observe galaxies, something strange happens. 👉 Stars far from the center move almost as fast as those near the center. According to standard physics: I...

Gravity as a Flux-Area Law

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📌 Update — May 2026 This post was an early exploration of gravitational geometry that pointed in an interesting direction. The intuition behind it has since been substantially rethought and rebuilt from the ground up. The current framework — Gravitational Flux Area and the Self-Reinforcing Feedback Principle (v2) — replaces the bowl geometry with a more rigorous and physically grounded set of principles. Readers are encouraged to go directly to the updated post: → [ here ] We usually learn Newtonian gravity as an inverse-square law: g ~ GM / r^2 But the same formula can be read in a deeper way. Its essence may not be “distance” itself, but the area over which gravitational flux is distributed. 1. What the inverse-square law really means If gravitational flux spreads uniformly over a sphere, then the area grows like r^2. Therefore the flux density per unit area falls like 1/r^2. In that sense, the inverse-square law is not necessarily the deepest principle; it is the special case a...

A Non-Dark-Matter View of Galaxy Rotation and Cluster Velocity Dispersion

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📌 Update — May 2026 This post was an early exploration of gravitational geometry that pointed in an interesting direction. The intuition behind it has since been substantially rethought and rebuilt from the ground up. The current framework — Gravitational Flux Area and the Self-Reinforcing Feedback Principle  — replaces the bowl geometry with a more rigorous and physically grounded set of principles. Readers are encouraged to go directly to the updated post: → [ here ] For a long time, the standard response to fast motion in galaxies and galaxy clusters has been simple: if gravity looks too strong, then there must be more mass. That is the basic motivation behind dark matter. I want to explore a different possibility. My proposal is this: the problem may not primarily be hidden mass. The problem may be how motion is generated, and how gravity is transmitted. My two basic assumptions are simple. Gravity does not directly create speed. Gravity changes angle. The true source of mo...