A New Spin on Reality: How Curved Space Time at the Nucleon Could Rewrite Classic Physics

In a new theory, I am exploring the possibility that the fundamental building blocks of matter—nucleons—may hold the key to unifying our understanding of the quantum and classical worlds. This innovative approach suggests that by tying spacetime curvature directly to nucleons, the only source of mass in the universe, we can explain a wide range of phenomena, from the conservation of angular momentum to the very nature of motion itself.

Nucleons: The Worldline Anchors

At the heart of this theory is the idea that each nucleon—protons and neutrons—creates its own significant curvature in spacetime. But unlike the simple, uniform curvature often depicted in illustrations of general relativity, this curvature is proposed to include a very complex shape that encodes a strait path through normal 3D space called a "worldline"—a four-dimensional path through spacetime that describes a strait line and a speed. This path doesn't change unless another force adds quanta to change the encoding of this line.

By associating a worldline with each nucleon, we create a frame of reference for every fundamental particle. This could be the missing link in reconciling quantum mechanics with general relativity.

Spinning a New Tale of Angular Momentum

One of the most intriguing applications of this theory is its elegant explanation of the conservation of angular momentum. Consider a spinning ice skater who pulls their arms close to their body, causing them to spin faster. In traditional physics, we explain this using the conservation of angular momentum. But how does this work at the particle level?

The new theory suggests that as the skater's arms move inward, the worldlines of the atoms in their arms take on a different configuration. This change is propagated through quantum interactions, redistributing energy and altering the worldlines of atoms throughout the skater's body.

It's as if each atom in the body is adjusting its path through spacetime. The collective effect of these adjustments manifests as the increased rotation speed we observe.

But the worldlines themselves ironically can't encode a spin other than as "up" or "down".  It is like the developers added a boolean value and left developing full spin at the atomic level for a later release. Just adding a little humor here. 

Quantum Interactions: Encoding Motion in Spacetime

But how do these worldlines change? The theory proposes that quantum interactions play a crucial role. When energy is added to a system through quantum events, both the magnitude of the energy and the vector of the quanta are encoded into the worldlines of the affected nucleons.

You can think of it as each quantum interaction 'writing' information onto the fabric of spacetime. This information then guides the future motion of the particles.

Staying Grounded: Why We Don't Fly Apart

One might wonder: if nucleons contain so much energy, why don't we all fly apart at incredible speeds? The answer, according to this theory, lies in the initial configuration of our nucleons' worldlines.

The worldline of each nucleon in your body is initially 'pointed' to where you are in three-dimensional space. This initial configuration acts as an anchor, preventing the enormous latent energy from translating into uncontrolled motion.

Bridging Quantum and Classical Realms

Perhaps most excitingly, this theory offers a new perspective on the transition between quantum and classical behaviors. It suggests that phenomena like spin, which behave very differently at quantum and macroscopic scales, can be unified under this worldline concept.

In four-dimensional spacetime, we propose that spin can only be encoded as a binary value—essentially up or down.  But at the macroscopic scale, what we perceive as continuous spin is actually the collective effect of many atoms, each with its own distinct worldline.

Looking Ahead: Challenges and Possibilities

While this theory offers tantalizing explanations for a range of physical phenomena, it remains highly speculative. Developing a rigorous mathematical framework and designing experiments to test its predictions are the next crucial steps.

If this theory proves correct, it could revolutionize our understanding of the universe. But even if it doesn't, exploring these ideas pushes the boundaries of our knowledge and could lead to unexpected insights.

As physicists continue to grapple with the fundamental nature of reality, theories like this remind us that the universe may be even stranger and more interconnected than we ever imagined.