🌌 SI Base Units
Reinterpreted via Length (
)
This framework expresses each SI base unit as a function of spatial
scale—the idea that physical quantities emerge from how we measure or
interact with space.
|
SI Base Unit |
Expression via |
Interpretation |
|
Meter (m) |
Trivially |
Length is the fundamental spatial
interval. |
|
Kilogram (kg) |
|
Mass arises from quantum wavelength
(Compton relation). |
|
Second (s) |
|
Time is distance divided by speed of
light. |
|
Ampere (A) |
|
Current is charge flow per spatial
interval. |
|
Kelvin (K) |
|
Temperature is energy per particle
per spatial scale. |
|
Mole (mol) |
|
Amount of substance as particle
density in space. |
|
Candela (cd) |
|
Luminous intensity as power per unit
area. |
🔍 Explanation of Each
Unit
1. Length (m)
- Defined directly as
, the spatial interval. - All other units are derived from
this fundamental scale.
2. Mass (kg)
- From quantum mechanics:
- Mass is inversely proportional to
wavelength: smaller spatial scale → greater mass.
3. Time (s)
- Using the speed of light
:
- Time becomes a measure of how
long light takes to traverse a distance.
4. Electric Current (A)
- Defined via elementary charge
:
- Current is charge per spatial
interval, assuming unit velocity.
5. Temperature (K)
- From thermodynamics:
- Temperature reflects energy per
particle, tied to spatial confinement.
6. Amount of Substance (mol)
- Particle density in space:
- More particles fit in smaller
volumes → higher molar concentration.
7. Luminous Intensity (cd)
- Power per unit area:
- Light intensity depends on how
power spreads across space.
🌐 Why This Matters
- This reinterpretation shows how space
itself governs physical quantities.
- It unifies quantum, relativistic,
and thermodynamic principles under a single variable.
Useful in theoretical physics, dimensional analysis, and metrology
link of research
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