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A physical system, its phase-space state, and the energy function that governs the flow, all linked together. The point of the animation is that these are not three different objects. They are three views of the same dynamics. The pendulum on the left is the physical motion. The curve... show more
19,916 görüntüleme • 6 ay önce •via X (Twitter)
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This is a classic way to unify mechanics through phase space in Classical mechanics a pendulum’s physical swing, its phase-space trajectory (position–momentum evolution), and its energy function are different representations of the same underlying dynamical system governed by conservation laws and differential equations.👍🏻

symplectic

Beautiful!

Woahh.. that is a excellent insight. The connection between energy landscape and phase space and physical system is neat. If i am understanding correctly the hamiltonian described the energy space? Does the energy surface have some correlation to the fields, like EM or Gravity

👍

Hey- if any of your followers publish on arXiv- I need an endorser to become one. It would be huge! Endorsement Code: LT6YI3

Absolutely love this!

it’s classical physics example

@QuantumDom Another reason for Compute is the new currency

If entanglement takes 232 attoseconds, it's not "spooky" or instant. It's mediated. X Theory proposes the medium: the X field. L_X = X * R sets the propagation speed through spacetime structure. Entanglement = geometry, not magic. ER=EPR via X field. 10.5281/zenodo.19657030

📐 Just submitted to viXra: "Non-Closure of Doubling Vesica Chains: A Constructive Proof of Irreducible Remainder in Self-Similar Geometric Expansions" On an isometric dot lattice with compass & straightedge, doubling V6 chains (R, 2R, 4R, …) always leave an exact irreducible remainder of 1·R. The generating radius itself cannot be consumed. viXra ref: 17963181 (processing now) Part of my Geosectometry framework. Feedback welcome! #Geosectometry #VesicaPiscis #Geometry #SelfSimilarity #ConstructiveMath
