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Path: ...!eternal-september.org!feeder3.eternal-september.org!i2pn.org!i2pn2.org!.POSTED!not-for-mail From: hertz778@gmail.com (rhertz) Newsgroups: sci.physics.relativity Subject: Re: Halley comet: The triumph of Newton mechanics and the catastrophic failure of relativity, Date: Tue, 25 Feb 2025 21:16:36 +0000 Organization: novaBBS Message-ID: <13e2af49f9051d5a35e2dbe00d032901@www.novabbs.com> References: <aeea166246c1d3b99613357385c1be4d@www.novabbs.com> MIME-Version: 1.0 Content-Type: text/plain; charset=utf-8; format=flowed Content-Transfer-Encoding: 8bit Injection-Info: i2pn2.org; logging-data="1774374"; mail-complaints-to="usenet@i2pn2.org"; posting-account="OjDMvaaXMeeN/7kNOPQl+dWI+zbnIp3mGAHMVhZ2e/A"; User-Agent: Rocksolid Light X-Spam-Checker-Version: SpamAssassin 4.0.0 X-Rslight-Posting-User: 26080b4f8b9f153eb24ebbc1b47c4c36ee247939 X-Rslight-Site: $2y$10$3gf3ev4L93uoPR3PyHhcNOuikyqMLmzEksBqppXzJkcihFnu7J1D6 Bytes: 4269 Lines: 72 ChatGPT: More comprehensive models of cometary motion, including Halley’s, often use numerical simulations that incorporate both Newtonian mechanics and general relativity. In such models: The gravitational interactions between the comet and the Sun and planets are computed with high precision. Relativistic corrections are applied, especially for the positions of objects at very close distances to the Sun, where gravitational effects become stronger. Non-gravitational forces (due to outgassing and mass loss) are also included, but these are typically handled SEPARATELY from general relativity. These relativistic effects are considered secondary compared to the larger-scale forces (e.g., planetary interactions and mass loss). Numerical models used for predicting cometary orbits may include relativistic corrections when precise long-term predictions are needed. Applying general relativity to cometary orbits like Halley’s allows high-precision calculations. General relativity isn't necessary for everyday predictions but can be used in specialized cases where extreme accuracy is needed. Conclusion: General relativity is not essential for modeling the general trajectory of Halley’s Comet, but it has been applied in specific contexts to refine the precision of orbital calculations. These include accounting for relativistic precession and providing slight corrections to orbital predictions, especially when measuring long-term effects or considering close approaches to the Sun. Most of the applied research has been focused on refining Newtonian models and ensuring that the effects of the planets, mass loss, and relativistic corrections are well integrated. However, the main challenge in modeling Halley’s orbit is still the non-gravitational forces due to sublimation, which is the passage of solid state directly to gaseous state. In short, while general relativity has been used in a supporting role for accurate predictions, it’s not the primary tool for studying Halley's Comet's trajectory. Newtonian mechanics and perturbation analysis are the main tools employed today. ******************************************************************** MY COMMENT (based on Wiki data): "Halley has probably been in its current orbit for 16,000–200,000 years, although it is not possible to numerically integrate its orbit for more than a few tens of apparitions, and close approaches before 837 AD can only be verified from recorded observations.[53] The non-gravitational effects can be crucial;[53] as Halley approaches the Sun, it expels jets of sublimating gas from its surface, which knock it very slightly off its orbital path. These orbital changes cause delays in its perihelion passage of four days on average". The ERROR in calculating the perihelion passage is about FOUR DAYS IN AVERAGE. Any claim that general relativity can provide a more accurate prediction than Newtonian mechanics IS BEYOND STUPIDITY, and comments from AI bots supporting the use of GR for greater accuracy than Newton's theory are due to PROPAGANDA. Nothing else than AI being biased to defend relativity at any cost. beyond reason and numerical NEWTONIAN simulations.