Basis of Waves

Basis of Waves

Our universe ebbs or flows through electromagnetic force or fields.  A manageable theory which explains them must be modular and developed in an agile manner

Our perception of electromagnetic waves is little changed for half a century.  There's a very poor reason for that.  But by considering the duality of the universe and the very nature (basis) of reality itself, we can understand things we'd otherwise need to simply accept on their surface value.

References:

• Basis of Reality

Definition of Terms:

• Universe = The duality of a singularity and space-time we exist in.

• Waves = Waves aren't as we perceive them.  This can be inferred from the motion of a standing wave.
• 
• Standing waves = Stationary waves= Static waves = A wave reflecting back along the path it arrived from.
• Have zero or close to zero net transfer of energy - Any change in the path of a standing wave is automatically compensated for  by the pressure of the wave against space itself.
• Zero net transfer of energy means electric potential may be transfered as efficiently as possible 
• Close to zero net transfer of energy means the wave may resonate - this opens up a number of applications.
• Tractor beans
• Propulsion
• Space elevator
• Artificial gravity

• Lemniscates =
• Quark = A lemniscate or 3 lemniscates bound through resonance.  Each lemniscate is a standing wave contained within a static electromagnetic field.
• 
  
  
• Antenna =
• Antenna static range = Static electric field = The area encompassed by the static electric field generated by an antenna:
• Waves transmitted by an antenna can only remain intact within an antenna's static range.
• When the edge of an antenna's static electric field is reached:
• Some or all of the wave may be reflected back as a standing wave.
• Some or all of the wave may pass through and de-attenuate into noise.

We may be listening to the wrong type of communication method when searching for signals from other civilizations.

Appendix of Predictions

Appendix of Updates

• 2022-06-26 @ 03:42 PM
• 2022-06-26 @ 05:31 PM

Appendix of Previous Versions