Core Definitions
Standard Physics Language
Purpose. This document restates the framework’s core vocabulary in standard physics language. The pattern language is preserved. The words are corrected. Gravity is the field. Mass-energy is the sink.
1. Translation Table
| Framework term | Standard term | Clarification |
|---|---|---|
| Energy = currency = money | Energy | Conserved quantity associated with time-translation symmetry. Not money. Not created or destroyed in an isolated system. |
| System = container = bubble | System | A bounded region with specified boundary conditions. |
| Door = boundary/interface | Boundary | The surface across which fluxes are measured. |
| Gradient = inequality | Gradient | Spatial derivative of a potential. Inequality is a difference; a gradient is how that difference changes in space. |
| Flow = currency moving down a gradient | Flux | Transport of a conserved quantity driven by a gradient. |
| Resistance = cost of flow, paid as heat | Dissipation | Irreversible conversion of ordered energy into heat. Not all resistance is dissipative; reactance stores and returns energy. |
| Entropy = flattening of the gradient | Entropy | Logarithm of the number of microstates. Gradient flattening is a consequence, not the definition. |
| Equilibrium = no gradient, no flow, no interaction, no time | Equilibrium | Zero net flux. Fluctuations continue. Time continues. |
| Time = accounting of events | Time | Parameter of evolution. Measured by counting periodic events. |
| Gravity = demand for intake | Gravity | The field. In standard language, mass-energy is the sink of the gravitational field. |
2. Gravity as a Sink
In standard physics, gravity is the field. Mass-energy is the sink. The field lines converge on mass. That is the correct way to state the sink picture.
2.1 Newtonian limit
∇ · g = −4πG ρ
- g: gravitational field.
- ρ: mass density.
- Mass density is the sink of the gravitational field.
- Field lines converge on mass.
2.2 General relativity
Gμν = (8πG / c⁴) Tμν
- Gμν: Einstein tensor (curvature).
- Tμν: stress-energy tensor.
- Mass-energy is the source of curvature.
- The weak-field limit reduces to the sink picture above.
Correct usage. Gravity is the field. Mass-energy is the sink. Calling gravity itself the sink is nonstandard. The sink is mass-energy. The field is gravity.
3. The Gyroscopic Alignment Rule
A gyroscope with angular momentum L in a field B precesses:
dL/dt = γ (L × B)
For gravity, the relevant precessions are:
- Geodetic precession: from motion through curved spacetime.
- Lense–Thirring precession: from the rotation of the source.
With damping, the precession spirals in and L aligns with the field axis. This is standard general relativity. No new force is required.
4. Rewritten Core Definitions
- Energy is the conserved quantity associated with time-translation symmetry.
- A system is a bounded region with specified boundary conditions.
- The boundary is the surface across which fluxes are measured.
- A gradient is the spatial derivative of a potential.
- Flux is transport driven by a gradient.
- Dissipation converts ordered energy into heat.
- Entropy is the logarithm of the number of microstates. Gradients flatten as a consequence.
- Equilibrium is zero net flux. Fluctuations continue. Time continues.
- Time is the parameter of evolution. It is measured by counting periodic events.
- Gravity is the field whose sink is mass-energy. Sink strength equals mass-energy density. Field lines converge on mass.
Summary. The pattern language is preserved. The vocabulary is corrected. Gravity is the field. Mass-energy is the sink. The gyroscopic alignment rule is standard general relativity: precession plus damping produces alignment. No new force is required.
— End of Document —