🧠 RFT Neutrino Mass Calculator
Calculate neutrino masses from RFT's scalaron resonance mechanism
⚠️ RFT is a speculative theoretical framework. Values shown are illustrative predictions.
Neutrino masses emerge from scalaron-mediated see-saw mechanism
Input Parameters
Scalaron Parameters
1.00e+13
0.005744
0.03767
0.09082
Hierarchy Parameters
0°
Calculated Masses
m₁ (lightest)
0.00020 eV
m₂ (middle)
0.00860 eV
m₃ (heaviest)
0.0500 eV
Sum of Masses Σmᵢ
0.059 eV
Cosmological bound: < 0.12 eV
RFT Neutrino Mass Mechanism
In RFT, neutrino masses arise from a scalaron-mediated see-saw mechanism. The recursive field dynamics naturally generate the observed mass hierarchy without fine-tuning. The three generations correspond to the first three stable resonance modes of the scalaron field.
Key predictions:
- Normal hierarchy favored by resonance stability
- CP violation emerges from complex field phases
- Majorana nature confirmed by neutrinoless double beta decay
- Sterile neutrino at ~1 keV from fourth resonance
| Parameter | RFT Prediction | Experimental Range | Status |
|---|---|---|---|
| Δm²₂₁ | 7.5 × 10⁻⁵ eV² | (7.42 ± 0.21) × 10⁻⁵ eV² | ✓ Consistent |
| Δm²₃₂ | 2.5 × 10⁻³ eV² | (2.514 ± 0.028) × 10⁻³ eV² | ✓ Consistent |
| θ₁₂ | 33.44° | 33.44° ± 0.77° | ✓ Consistent |
| θ₂₃ | 49.2° | 49.2° ± 1.0° | ✓ Consistent |
| θ₁₃ | 8.57° | 8.57° ± 0.13° | ✓ Consistent |