tag:blogger.com,1999:blog-2965766791260152878.post5156827873382279350..comments2023-03-13T07:57:36.570-07:00Comments on Astro-Climate-Connection: Further Evidence That the Orbital Periods of the Planets Determine the Timing for Solar Maxima and Minima.Ninderthanahttp://www.blogger.com/profile/00390339452469614741noreply@blogger.comBlogger2125tag:blogger.com,1999:blog-2965766791260152878.post-4003778875980812132018-01-24T09:47:29.470-08:002018-01-24T09:47:29.470-08:00Ian, this is very compelling and excellent work. A...Ian, this is very compelling and excellent work. A few years ago when trying to model the sunspot cycle, I was able to produce the skewed Gaussian look and the saw tooth pattern of the cycle with two interlaced continuously damped harmonic oscillators. One for the even cycles and one for the odd. There was no strong justification for assuming that form but now maybe there is. The graphic of that model appears in Tallbloke talkshop in the article lead. <br />https://tallbloke.wordpress.com/2013/09/08/r-j-salvador-planetary-model-of-1000-yrs-solar-variation-plus-100yr-prediction/<br />Both damped oscillators used your tidal torque frequencies but different parameters. It was interesting but at the time there was not much physical basis for it. The world is probably still more complicated than two damped oscillators but you continue to pull back the curtain. Congrats!RJ Salvadornoreply@blogger.comtag:blogger.com,1999:blog-2965766791260152878.post-67452864011924658292017-12-27T15:57:03.128-08:002017-12-27T15:57:03.128-08:00This is really cool! It makes one think about ther...This is really cool! It makes one think about there being two attractors corresponding to odd and even solar maxima with the path between them resulting in a minima. You did not join the dots in time sequence. Does doing that show in fact that there is an orbital motion around an attractor defined as planetary angles? Are they strange attractors? Unknownhttps://www.blogger.com/profile/10467891748588139420noreply@blogger.com