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In summary, scalar waves are identified as zero-vector waves, where patterned electric (E) and magnetic (B) fields align in such a manner that their cumulative effect results in a vector sum of zero. The electromagnetic character of a scalar wave's "envelope" is defined by this zero-sum interaction of distinct, finite electromagnetic force vectors.

Key concepts such as phasing, beaming, frequency, superposition, interference, resonance, and Fourier expansion constitute the foundational of scalar electromagnetic engineering. Constructing a scalar beam involves adapting the electromagnetic wave transmitter to emit multiple, synchronized transmissions that, when combined, achieve a vector sum of zero. This process effectively involves the simultaneous transmission of multiple, phase-locked electromagnetic force-field beams in a manner that their sum is neutralized.

With minimal adjustments, standard beaming antennas and traditional electronic circuits can be adapted for scalar electromagnetic applications.
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Scalar Interferometer Part 2
Material based on T. Bearden, Fer de Lance
Understanding the basics of electromagnetism

#SCALARELECTRODYNAMICS101
#SCALARELECTROMAGNETICS101
#scalarelectromagneticwarfare #scalarelectromagneticfield
#scalarelectromagneticwaves
#scalarelectrodynamics
#scalarelectromagneticweapons
CREATING AN INERTIAL FIELD (ANTIGRAVITY)

Part 2
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Part 1
https://t.me/AzazelNews/573957

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