Asia-Pacific Journal of Advanced Research in Electrical and Electronics Engineering
Vol. 1, No. 1 (2017), pp. 47-52
http://dx.doi.org/10.21742/ajaeee.2017.1.1.05
Scalar Waves Applications, Features : A Survey
Shriya Sadana1, Vandana Roy2
1
DoEC, GGITS, Jabalpur, India
[email protected], [email protected]
Abstract
Scalar waves are distinguished from other waves in terms of properties and potential use.
However, enough use of the scalar waves has not yet been employed because of lack of
practical know-how and development. This paper deals with the study and reviews the scalar
waves and explores the possibilities of such development and use of scalar waves.
1. Introduction
Waves are present everywhere. A wave can be defined as a disturbance that travels through
a medium from one region to another region. Each wave has certain properties that
differentiate it from the other waves, yet there is a common feature in all the waves [[1]]. All
the waves can be created at one location, transmitted through space and recognized at another
location [[1]].
To provide a satisfactory understanding of the waves, we can classify waves on the basis of
their geometrical properties. The distortions generated in waves can be distinguished by their
geometrical properties [[1]].Accordingly, waves can be classified as scalar and vectorial,
longitudinal and transverse waves. Examples of these waves include elastic waves in isotropic
solids or waves in a string etc. This paper basically studies scalar waves and the possible uses
of these waves.
In physics, scalar quantities are those which contain only the magnitude and not the
direction, thus we can say that scalar quantities are motionless. In scalar waves, the
excitations are scalars [[1]]
𝑢 = 𝑢(𝑟⃗, 𝑡)
(1)
The above equation shows that the excitation of scalar waves are scalar in a onedimensional system.
But vector quantities, contain information about both magnitude and direction hence we
can say that they possess motion. In vectorial waves, excitations are vectors,
𝑢
�⃗ = 𝑢
�⃗(𝑟⃗, 𝑡)
(2)
Where 𝑟⃗ is the position, t is the time and 𝑢, 𝑢
�⃗ are excitations or fields in case of scalar and
vectorial waves respectively. The excitations are a function of time t and position r.
Equation 2 shows that the excitation of vectorial waves is vectors in a one-dimensional
system.
Thus, each vector field can be disintegrated into two scalar waves [[2]]. This signifies that
each vector wave is a composition of two coupled scalar waves. The best example of a scalar
wave is a sound wave in liquids or gases and that of vectorial waves are elastic waves in the
spring [[1]]. Scalar waves and longitudinal waves are equivalent [[1]].
AJAEEE
Copyright ⓒ 2017 GV School Publication
Asia-Pacific Journal of Advanced Research in Electrical and Electronics Engineering
Vol. 1, No. 1 (2017)
Over a hundred years ago Nikola Tesla formulated the non-Hertzian waves or what he
called the Scalar waves. Significant developments in the history of the world have happened
over the recent few years in the field of scalar waves. Still, there is a long way to go.
Heinrich Hertz, the discoverer of electromagnetic waves, explained the movement of
electric and magnetic fields in a simple sine wave like motion. But Nikola Tesla advanced the
electromagnetic theory into new dimensions, he predicted a brilliant future for mankind.
According to him, these waves could be transmitted to any distance without any loss of
energy and required very little power. According to Valone [[3]], these non-Hertzian waves
have the capability to generate power and transmit it to various parts of the world.
Shanghai, et al. [[4]], discussed that these new type of wave which we call scalar wave
exists in the vacuum of space. They do not have any existence in the ordinary world. Scalar
waves are an ocean of abundant energy, which can actually be transmitted faster than the
speed of light which means that such waves are superluminal. With the help of experiments
Tesla conducted, he concluded that the speed of his waves is 1.5 times the speed of light [[5]].
Scalar waves or longitudinal waves are different from conventional waves. Where on one
hand, conventional waves vacillate perpendicular to their direction of propagation,
longitudinal waves vacillate in the same direction as their arrow of propagation [[6]]. The
scalar wave goes in all direction into the surrounding. But these waves do not exist in the
ordinary world. They are transmitted through hyperspace or false vacuum and go around
regular space. Figure 1 shows the direction of propagation of scalar waves or longitudinal
waves and transverse waves [[6]].
Figure 1. Direction of propagation of different waves
The figure 1 shows that transverse waves move up-down or side-to-side whereas
longitudinal or scalar waves oscillate in the same direction as their arrow of propagation [[6]].
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Copyright ⓒ 2017 GV School Publication
Asia-Pacific Journal of Advanced Research in Electrical and Electronics Engineering
Vol. 1, No. 1 (2017)
Table 1. Comparison of Different Waves
Characteristic
Classical
EM
Theory
Present Linear Scalar EM
Quantum
(Artificial ϕ)
Mechanics
Charge
Cause,
Yes
With mass
Effect,
Yes
With mass
Effect,
No
Massless
Vacuum EM wave
Transverse
Transverse
Charge
Conservation
Mass is electrical
Yes
Yes
Longitudinal with
swirls
Not necessarily
No
No
Yes
Gravity is electrical
No
No
Yes
Scalar(zero-vector)
resonance
No
No
Yes
Inertia is electrical
No
No
Yes
Action at a distance
No
No, except 80 Yes,
Scalar
HM
- Interferometer
AHARONOV
Force in vacuum
Scalar waves tend to possess some extraordinary and unique properties which distinguish
them from the other waves. Scalar waves can be compared with other waves on the basis of
factors like a force in vacuum, the charge each wave holds, scalar resonance, their action at a
distance and much more. Some properties like the charge which scalar wave holds is massless
whereas for conventional waves it is with mass. In physics, charge conservation simply
means that charge can neither be created nor be destroyed. In case of scalar waves, it is not
necessary that the charge will be conserved whereas charge is conserved in case of other
waves. The EM wave which travels is transverse in nature whereas it is longitudinal in scalar
waves. Some unique electrical properties like mass, gravity, inertia are all possessed by scalar
waves and are absent in the conventional waves. These are some properties which
differentiate scalar waves from other waves. A comparison of properties of scalar waves and
other waves is summed in table I [Error! Reference source not found.]. A clear knowledge
of these waves will allow a man to do remarkable things that until now have been considered
mysterious or supernatural [[7]]. These effects can be produced by these properties or a
combination of these properties. The only thing that man needs to understand is how to
manipulate these waves to generate the aspired result [[7]].
Copyright ⓒ 2017 GV School Publication
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Asia-Pacific Journal of Advanced Research in Electrical and Electronics Engineering
Vol. 1, No. 1 (2017)
2. Mathematical Expression
Let us assume that we are in a source free region where there are no charges and hence no
current is flowing. Our aim is to determine how electric and magnetic fields propagate
through the region [[7]].
We know that -
∇×∇×H = ∇(∇.H)-∇2H
(3)
∇×∇×H that is the left-hand side simply shows the curl of the curl of the vector H. On the
right-hand side, ∇(∇.H) i.e. the gradient of divergence will be zero since we are in a source
free region.
∇(∇.H)=0
(4)
Therefore, Equation 1 can be written as-
∇×∇×H= -∇2H
∇×∇×E=-∇2E
(5)
Equation 1 has been written in terms of both E and H which states that it is true for both
electric as well as magnetic fields in source free region.
Taking the curl of both the sides, we get,
∇×E= -
∂B
∂t
∂H
=-µ
∂t
∂
∇×∇×E=-µ (∇ × H)
∂t
(6)
The above equation can be rewritten by substituting in the equation of Ampere’s Law. The
result obtained after the substitution is
∇2 E = µε
∂2 E
∂t2
(7)
Equation 7 represents the Vector Wave Equation.
The above equation exists in three forms since we have three directions x, y and z.
Now let us assume that electric field exists in a source free region, polarized in the xdirection, which means that the electric field in the y and z directions is zero. Now if the field
is traveling in z-direction it means that no field exists in x and y directions. Therefore, the
partial derivatives with respect to x and y are zero.
Thus the wave equation can be re-written as-
∇2 𝐸𝑥 = 𝜇𝜀
𝜕2 𝐸𝑋
𝜕𝑧 2
= 𝜇𝜀
𝜕2 𝐸𝑥
𝜕𝑡 2
𝜕2 𝐸𝑋
𝜕𝑡 2
(8)
(9)
The scalar wave equation is presented above [[7]]. Equation 0 shows a function that can be
written in the form of f(z-ct) or f(z+ct).It will also satisfy the above differential equations.
This implies that,
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Copyright ⓒ 2017 GV School Publication
Asia-Pacific Journal of Advanced Research in Electrical and Electronics Engineering
Vol. 1, No. 1 (2017)
If 𝐸𝑥
= 𝑓(𝑧 − 𝑐𝑡) 𝑎𝑛𝑑 𝑐 =
1
√𝜇𝜀
𝜕2 𝐸𝑋
𝜕𝑧 2
= 𝜇𝜀
𝜕2 𝐸𝑋
𝜕𝑡 2
(10)
This equation signifies phenomenon like heat from the sun can travel to the Earth in any
form or humans can propagate any type of signal they want.
3. Literature Review
The advantages of Tesla’s Scalar Waves beyond belief. They can help retain peace and
harmony among human beings. A world of free energy, inexpensive healthcare, pollution free
world is possible just by the use of scalar waves. They have many positive effects on human
health. They can cure diseases like cancer by protecting our DNA from damage. It can
improve our immune system, reduce inflammation and also has the ability to kill a virus. Not
just this, it can also slow down the ageing process [[4]]. Use of scalar waves can cure almost
all diseases and help us lead a very healthy and disease free life. These waves can provide a
permanent solution to oil problem the world is facing and will bring an end to oil wars. But
every coin has two faces. Where on one hand the use of scalar waves can lead to heaven, they
can also lead to hell.
The devices for generation of scalar waves were first formulated by Tesla, according to
Ebbers et al. [[9]]. One weapon which was constructed by Tesla was the Death Ray in the
year 1930.The Death Ray was capable of destroying thousands of aircraft at hundreds of
miles range. [[9]] After this the Tesla Howitzer or Scalar Wave Interferometer was discovered
by the Soviet Union. The effects of the Scalar Wave Interferometer are not just frightening
but also devastating [[9]]. Scalar waves can be used against individuals as well. Powerful
thunderstorms can be created. Anything in the sky can be destroyed from one country to
another, refer [[11]].
There is a wide confusion on what are scalar waves in serious and less serious literature on
electrical engineering. Horst et. al. [[12]] explains that these types of waves are longitudinal
waves of potentials. It was shown that a longitudinal wave is a combination of both vector
potential and scalar potential. There is a full analogue to acoustic waves. Transmitters and
receivers for longitudinal electromagnetic waves or scalar waves are discussed.
The exploration of electric scalar waves would be a very important step in electrodynamics
and will find a high attention by scientists. Andre [[13]] discusses, it is necessary that such a
breakthrough experiment is checked intensively. With these constructive thoughts, this review
has been written. It should be used to find more transparency on this subject with an open
discussion. For the interest of the space energy research, it is essential that new effects (and
especially over-unity effects) are proved unambiguous and can withstand every objective
criticism.
4. Conclusion
Scalar waves and other types of waves are different from each other in properties and
potential use. However, scalar waves are not much used because of lack of awareness and
understanding of these waves. This paper studied the scalar waves and explored the
possibilities of such use and development of scalar waves. Over a century ago Nikola Tesla
formulated the non-Hertzian waves, what he called the Scalar waves. There are unbelievable
Copyright ⓒ 2017 GV School Publication
51
Asia-Pacific Journal of Advanced Research in Electrical and Electronics Engineering
Vol. 1, No. 1 (2017)
advantages of scalar waves and its use. If scalar waves are used in the right direction for the
right purpose, they can bring a bright and a glorious future for mankind.
References
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[2] N. Tesla and D.H. Chidress, “The Tesla Papers,” Adventures Unlimited Press, (2000)
[3] T. Valone, “Harnessing the Wheelwork of Nature:Tesla's Science of Energy,” Adventures
Unlimited Press, (2002)
[4] S. Sanghai, V. Kadam and S. Shinde. "A Review on Health Benefits of Scalar Energy," Indo
American Journal of Pharmaceutical Research, vol. 4.1, pp. 491-494, (2014).
[5] K. Meyl, "Scalar Waves: Theory and Experiments," Journal of Scientific Exploration, Vol. 15,
No. 2, pp. 199-205, (2001).
[6] K. Meyl, “Scalar Waves”, (2003)
[7] W.E. York, "Scalar Wave Technology", Extraordinary Science, Jan/Feb/Mar (1990).
[8] “The Wave Equation” ,http://maxwells-equations.com/equations/wave.php, (2012)
[9] J.A. Ebbers and K. Meyl, "Digital Information Transmitted by Scalar Waves Effects Biological
Response in Yeast", Medical Science, Vol. 20, No. 78, March 1, (2016)
[10] T.E. Bearden, “Towards a new Electromagnetics”, “Tesla’s Secret and The Soviet
TeslaWeapons”,Cheniere Press, (1989)
[11] Commander X ,“Commander X’s Guide to Incredible Conspiracies”, Inner Light - Global
communications, 03-May-(2012)
[12] H. Eckardt, “What are Scalar Waves? A.I.A.S. and UPITEC (www.aias.us,
www.atomicprecision.com, www.upitec.org), January 2, (2012)
[13] A. Waser, “Electric Scalar Waves - Review to MEYL’s Experiment”, Aug. 07, (2000).
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