explain the Pukite tidal theory
The Pukite Tidal Theory, primarily developed by researcher Paul Pukite, proposes that long-period tidal forcing is the underlying driver for several major geophysical and atmospheric cycles that have previously been considered erratic or unresolved. [1, 2]
The core of the theory is that small gravitational perturbations from the Moon and Sun, which are perfectly predictable, are “aliased” or modulated by seasonal cycles to create the complex behaviors seen in Earth’s systems. [3, 4]
Key Phenomena Addressed
Pukite applies this model to three main “unresolved mysteries” in geophysics:
- Quasi-Biennial Oscillation (QBO): A regular reversal of stratospheric winds. The theory argues that lunar nodal cycles, when combined with the annual solar cycle, create the roughly 28-month QBO period through a process called physical aliasing.
- El Niño Southern Oscillation (ENSO): An erratic oceanic temperature cycle. The model suggests ENSO is a “sloshing” response of the ocean to tractive gravitational forces, essentially treating it as a solution to Laplace’s Tidal Equations.
- Chandler Wobble: A small deviation in the Earth’s axis of rotation. The theory posits this is caused by an external lunar torque rather than internal Earth dynamics. [1, 2, 3, 5, 6, 7]
How the Model Works
- Lunar Gravitational Potential: The model starts by calculating the precise lunar gravitational potential over time.
- Seasonal Modulation: These fast lunar cycles are provoked by a seasonal (yearly) peak in energy. This “carrier” signal helps filter out short-term fluctuations and reveals long-term patterns.
- Physical Aliasing: Because these cycles are sampled or triggered by seasonal events (like solstices), the resulting data shows lower-frequency “aliased” harmonics that match the observed multi-year periods of ENSO and QBO. [4, 8, 9]
Scientific Reception
This theory is considered a novel and controversial alternative to standard geophysical models. While it offers high correlation with historical data, it has faced skepticism from mainstream physical oceanographers and meteorologists who argue that it may “shoehorn” complex fluid dynamics into a periodic framework. Much of the work is documented on the GeoEnergy Math blog and in discussion papers for the Earth System Dynamics (ESD) journal. [1, 4, 7, 10]
Would you like to see a more detailed breakdown of the mathematical aliasing used to explain the QBO’s 28-month cycle?
[1] https://esd.copernicus.org
[2] https://www.researchgate.net
[3] https://esd.copernicus.org
[5] https://acp.copernicus.org
[8] https://esd.copernicus.org
[10] https://esd.copernicus.org
This link may go stale, but here is the original response:
Thank you for posting this AI summation of your theories, which clarifies your model, especially for someone like me who is dyslexic.
I believe that tidal forcing is the most likely cause of QBO, yet it is not considered by the meteorologist establishment, such as the Met office in the UK. The moon is taboo in all sciences. This I have learned this from studying with the Radical Anthropology Group (RAG). I can expand on this if required
Please expand, but I can always check with AI 😉
Which says the group challenges conventional thinking in society. And I then assume science as well. The moon aspect goes back to “lunar religion”
Compare to what Gemini says to Nikolov — explain the Ned Nikolov theory
Ned Nikolov (along with collaborator Karl Zeller) proposes a controversial hypothesis in planetary science that challenges the standard model of the **Greenhouse Effect**.
### Core Hypothesis
Nikolov argues that a planet’s surface temperature is determined almost entirely by **Total Solar Irradiance (TSI)** and **Surface Air Pressure (SAP)**, rather than the chemical composition of the atmosphere (such as $CO_2$ or $CH_4$ concentrations).
He suggests that the “atmospheric thermal enhancement” (the difference between a planet’s actual temperature and its airless “effective” temperature) is a physical result of **adiabatic compression**—the pressure exerted by the weight of the atmospheric column—rather than the radiative trapping of heat by greenhouse gases.
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### Key Claims
* **Atmospheric Composition is Negligible:** Nikolov claims that trace gases have no measurable effect on a planet’s long-term thermal equilibrium.
* **Dimensional Scaling:** Using data from various celestial bodies (Venus, Earth, Mars, Titan, Triton, and the Moon), he derived a single “Universal Compression Curve” that purportedly predicts surface temperatures based solely on pressure and distance from the Sun.
* **Pressure-Induced Heating:** He posits that the higher temperature of Venus compared to Earth is a function of its massive atmospheric pressure ($92 \times$ Earth’s) rather than its $96\%$ $CO_2$ atmosphere.
### Scientific Reception and Critiques
The theory is widely rejected by the mainstream scientific community for several reasons:
1. **Violation of Thermodynamics:** Critics argue the theory confuses *static pressure* with *work*. While compressing a gas generates heat, maintaining that pressure in a static atmosphere does not provide a continuous energy source to offset radiative cooling.
2. **Radiative-Convective Disregard:** Standard physics dictates that while the **lapse rate** (how temperature changes with altitude) is governed by pressure/gravity, the *absolute temperature* at the surface is anchored by the altitude where the atmosphere becomes transparent to infrared radiation (the “Top of Atmosphere” balance).
3. **Data Selection:** Opponents suggest the “Universal Curve” relies on curve-fitting a small sample size of planets while ignoring the known radiative properties of gases measured in laboratory settings.
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### Comparison of Models
| Feature | Standard Greenhouse Model | Nikolov-Zeller Theory |
| :— | :— | :— |
| **Primary Driver** | Radiative forcing (GHG concentration) | Atmospheric mass/pressure (SAP) |
| **Mechanism** | Downward IR back-radiation | Adiabatic/Isentropic compression |
| **Role of $CO_2$** | Critical regulator of heat retention | Functionally irrelevant |
| **Basis** | Quantum mechanics/Spectroscopy | Macro-scale gas laws |
Would you like me to break down the specific mathematical relationship Nikolov uses to link pressure to temperature?
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embarrassing