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Richard Moore – Climate Variation & its Cosmic Origins

Richard K. Moore
Featured on other sites:  Serendipity 
cyberjournal.org

Abstract: The emerging electric model of the universe holds the key to understanding the causes of long and short-term climate variation. The pattern of variation has very specific characteristics, characteristics that match the behavior of a noisy electrical circuit. The electric model reveals that the Earth is indeed connected to a cosmic electrical circuit, a circuit that is subject to the kind of noise that could produce the patterns seen in the Earth’s temperature record.

Earth’s fractal temperature pattern

The past 420,000 years – the ice-age cycle

The most reliable long-term temperature record we have comes from ice core data. The charts presented here are based on data downloaded from the World Center for Paleoclimatology, Boulder. The Antarctic dataset comes from Vostok, and goes back 420,000 years. The Arctic dataset comes from Greenland, and goes back 50,000 years. Both datasets are useful up until about 1880 AD. Vostok temperatures are shown in red; Greenland temperatures are shown in green.

The temperatures shown for each dataset are expressed in degrees centigrade, relative to the dataset’s temperature in 1800 AD, which is shown as zero. The years are expressed as a calendar date, negative indicating BC. Only values up to 1800 AD are shown in these charts, so that we’ll be looking at natural climate variation, prior to any effects that might arise from industrial-era greenhouse gas emissions.

In this long-term record we see a fractal pattern – the same kind of pattern occurring on different scales. On the largest scale, we a sequence of first-tier temperature spikes of about 10° C, occurring with an irregular frequency of about 100,000 years. In between these spikes are ice ages, and the tops of the spikes give us our brief inter-glacial periods of about 10,000 years. On a smaller scale we see a similar pattern of second-tier spikes in the range of 2°–5°, occurring with a semi-regular frequency of about 10,000 years. As we’ll see in later charts, this fractal pattern, of semi-regular spikes, continues on ever-smaller timescales.
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Jim and Eugene – Full Interview




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Chris Monk Sellye – Earth Electric Circuit

https://youtu.be/C3c_PUV2j2c







Overlay comparison of the US West coast gravity anomaly (base map) to the magnetic anomaly map (More pink one) and the detailed geological smaller map of the area.

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Electric View 2-19-2019 Observing the Frontier





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Geometric Algebra : Conformal Geometry

Non-Euclidean Geometries

 NonEuclidean

The peculiar warp observed in the Bubble World perspective and its inversive counterpart in the conformal sphere is reminiscent of non-Euclidean geometry. Three mathematicians, Karl Friedrich Gauss, Nicolai Lobaschefsky, and Janos Bolyai, each independently wondered while studying Euclid’s “Elements” why Euclid had not bothered to prove his “Fifth Postulate” with the same rigor as he had with the rest of his postulates. Essentially the “Fifth Postulate” states that if two lines that cross a third line form internal angles that sum to less than 180 degrees, then those lines must cross somewhere.

ParallelPostulate

This is equivalent to the “Parallel Postulate” that parallel lines never meet, and it is also equivalent to the rule that the internal angles of a triangle sum to 180 degrees. Each of those three mathematicians set out to prove the Fifth Postulate, and all three of them failed, because although the postulate seems self-evident, it is in fact impossible to prove.

InversionBubble35

That in turn opened the possibility for non-Euclidean geometries, i.e. that it is possible to define a whole non-linear equivalent to Euclidean geometry that works in a space with positive curvature like the Bubble World perspective.

Continue reading “Geometric Algebra : Conformal Geometry”