Can Scalar Waves Explain Electronic Voice Phenomenon?

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SUMMARY

Scalar waves, defined as repetitive variations of a scalar quantity, are discussed in the context of their potential relationship to Electronic Voice Phenomenon (EVP) research, particularly referencing Nikola Tesla's work. The discussion highlights that scalar waves can be understood through examples like the altitude variations in Wisconsin or sound waves, where intensity represents a scalar value that changes cyclically. The connection between scalar waves and EVP suggests a deeper exploration into how these waves may influence or explain phenomena related to electronic voice recordings.

PREREQUISITES
  • Understanding of scalar quantities and their mathematical representation.
  • Familiarity with wave theory, particularly in acoustics.
  • Knowledge of Electronic Voice Phenomenon and its historical context.
  • Basic principles of Tesla's scientific contributions and theories.
NEXT STEPS
  • Research the mathematical foundations of scalar waves and their applications.
  • Explore the principles of sound wave propagation and intensity measurement.
  • Investigate Tesla's theories related to scalar energy and their implications.
  • Study the methodologies used in EVP research and the technology involved.
USEFUL FOR

Researchers in physics, audio engineers, paranormal investigators, and enthusiasts of Tesla's theories will benefit from this discussion, particularly those interested in the intersection of science and unexplained phenomena.

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can someone explain this to me please?
 
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A scalar is just a number. A wave is a repetitive variation in that number. For example the altitude of each point in Wisconsin forms a scalar wave. Or sound waves, all you can hear is the intensity of the superimposed tones; the intensity is just a number (yeah, maybe a complex number) and it varies repetitively (i.e the cycles of the tones).

What context did you find the phrase in?
 
in regards to Electronic Voice Phenomenon research by Tesla
 

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