Introduction to Harmonics Theory with Ray Tomes, Part 4

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  • Опубліковано 3 жов 2024
  • Introduction to Harmonics Theory with Ray Tomes, Part 4
    Cycles TV's multi-part series continues with Part 4 of Introduction to Harmonics Theory with Ray Tomes, FSC Board Member and Science Director.
    Hosted by the Chairman of the Board, Dr. Richard Smith, the two review Tomes' over half-century of work on developing the science of cycles.
    Going beyond individual cyclic phenomena in search of common cycles that are universal, Tomes has formulated a theory of the origins and structure of these cycles.
    Questions or comments? Leave a message in the comment section below.
    🌎 Watch Parts 1 - 8: • Introduction to Harmon...
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КОМЕНТАРІ • 11

  • @FSCtv
    @FSCtv  11 місяців тому

    🌎 Become a Cycles Insider. Sign up for the FREE FSC Community Newsletter: cycles.org/youtube-signup/

  • @andreaturno4904
    @andreaturno4904 Рік тому +3

    Another fascinating episode. Thank you for sharing

  • @wobblyuniverse
    @wobblyuniverse Рік тому +2

    OOPS, at 1h16m I said Tifft was in California and I meant Halton Arp.

  • @batmax259
    @batmax259 Рік тому +1

    TREMENDUOUS WORK!
    Did you ever had the question why a "bathtub curve " shows up ie high years/millions are very high; as well as very small numbers ( neg exponent years) ie infinite large & infinite small.
    But the around 0 ( ie small wavelengths there is a flat horizontal line; which could mean there's a sample size effect of the "law" of large numbers
    Could you clarify why that is and where my observation is irrelevant. thank you for clarification.Thank you

    • @wobblyuniverse
      @wobblyuniverse Рік тому

      It is a question that I asked myself at times. I don't have a definite answer. I suspect that it is because it is the scale that we are at but it isn't obvious why that affects things. Perhaps we will speclate on this in the next episode.

    • @MarcInTbilisi
      @MarcInTbilisi Рік тому

      I've thought about this question in terms of analogue verses digital or wave functions verses particles. When we zoom into some linear function we eventually reach a point where it stops appearing as linear and starts becoming a step function. Let's call this a transition point. We go through this transition point and everything starts appearing as linear again. Again we keep zooming in until it starts appearing as a step, and so on. Does this make any sense?

    • @raytomes6682
      @raytomes6682 Рік тому +1

      @@MarcInTbilisi Hi! When considering whether the fundamental nature of the aether was particulate or pure waves, I realized that each can be fitted to arbitrary accuracy but the other at a smaller level. This seems to be similar to what you are saying. I prefer to think in terms of a continuous aether. But particle like structures arise at various scales that we recognise at sub-atomic particles, atoms, etc etc.

  • @ЯрославКоролёв-ш1ш

    Thanks a lot! What can be the source or generator of the standing waves of the universe?

    • @wobblyuniverse
      @wobblyuniverse Рік тому +1

      Well it just needs a single wave structure at the largest scale and a non-linear wave equation for all the rest to happen. No matter what causes that we can always ask more questions about what caused that as well. I cannot comprehend how there can be a final answer.

  • @batmax259
    @batmax259 Рік тому +1

    Log 10 distance in meters - part 2 @ min 31 - see the bathcurve

    • @wobblyuniverse
      @wobblyuniverse Рік тому

      Yes there is an observational dip which I labelled as X and Y at around the human scale in discrete structures. Actually the problem may be that we observe too much detail at that scale so we do not see separate discrete objects. The next video will examine observations at around the human scale and we will see that regular structures are observed and there are some surprises as to the spacings.