The Naked Scientists
Toggle navigation
Login
Register
Podcasts
The Naked Scientists
eLife
Naked Genetics
Naked Astronomy
In short
Naked Neuroscience
Ask! The Naked Scientists
Question of the Week
Archive
Video
SUBSCRIBE to our Podcasts
Articles
Science News
Features
Interviews
Answers to Science Questions
Get Naked
Donate
Do an Experiment
Science Forum
Ask a Question
About
Meet the team
Our Sponsors
Site Map
Contact us
User menu
Login
Register
Search
Home
Help
Search
Tags
Member Map
Recent Topics
Login
Register
Naked Science Forum
On the Lighter Side
New Theories
Faster Than Light-The Projection Hypothesis
« previous
next »
Print
Pages: [
1
]
Go Down
Faster Than Light-The Projection Hypothesis
0 Replies
1612 Views
0 Tags
0 Members and 1 Guest are viewing this topic.
suhail jalbout
(OP)
Jr. Member
39
Activity:
0%
Thanked: 1 times
Naked Science Forum Newbie
Faster Than Light-The Projection Hypothesis
«
on:
04/08/2019 09:15:03 »
I have posted the hypothesis few years ago. However, I wish to share it with the viewers of the "Naked Science Forum". If my action violates the Forum's policies, please delete. Thank you
Faster Than Light – The Projection Hypothesis
By Suhail M Jalbout
Nothing can travel faster than the speed of light; the Theory of Relativity tells us. I think that it is possible for a single pulse of light energy, transmitted at random, to do just that if projected on an incline. I believe that in such a case the speed of each projected pulse will travel faster than the speed of light. I am not certain whether my analysis is purely a mathematical exercise or whether it has important theoretical and practical implications.
Here are the equations that support my theory:
A. SPEED
Let
c = the speed of the light energy pulse from the source (the speed of light)
V = the speed of the projected pulse on the incline
Ø = the angle between the direction of propagation of the pulse from the source and the incline
Then, the speed of the projected pulse is:
V = c / cos Ø …………………………………….…equation (1)
When Ø approaches 0°, cos Ø = 1 and
When Ø approaches 90°, cos Ø = 0.
Substituting these numbers in equation (1) gives:
• cos Ø = 1, V = c
• cos Ø = 0, V = ∞
B. ENERGY
Let
E = the energy of the projected pulse on the incline
V = the speed of the projected pulse on the incline
m = relativistic mass
Then, the energy of the projected pulse is:
E = mV2 or E=m(c / cos Ø)2 ….…………………….equation (2)
• cos Ø = 1, E = mc2
• cos Ø = 0, E= ∞
C. SPECIAL PROJECTION EQUATIONS
a. “Time Dilation” = T = t₀ [1 – cos Ø ²]1/2 ………….equation (3)
• cos Ø = 1, T = 0
• cos Ø = 0, T = t₀
b. “Length Contraction” = L = l₀ [1 – cos Ø ²]1/2 ..…equation (4)
• cos Ø = 1, L = 0
• cos Ø = 0, L = l₀
c. “Relativistic Mass” = M = m₀ / [1 – cos Ø ²]1/2.…equation (5)
• cos Ø = 1, M = ∞
• cos Ø = 0, M = m₀
D. CONCLUSION
Conclusion (A): there are two special cases relevant to the change in the values of angle Ø from 0° to 90°:
a. If Ø approaches 0°, cos Ø = 1; the speed of propagation is equal to the speed of light and nothing will travel faster than this speed.
b. If Ø approaches 90°, cos Ø = 0; the speed of propagation is infinite and travel is instantaneous without any changes to the steady state conditions of time, length, and mass.
Conclusion (B): since the speed of light does not appear in the “Special Projection Equations”, this means that the restriction which was imposed on human thinking by the Theory of Relativity for almost 100 years is elevated. I predict that scientists in the future will jump the fence and measure the speed of propagation by a multiple factor of the speed of light.
E. POSSIBLE APPLICATIONS
a. A pulse of light energy zooming above a black hole will change its horizontal direction of propagation towards the black hole. This is equivalent to having the pulse projected on an incline. The speed of the pulse on the incline is: V=c/cosØ. Hence,
• cos Ø = 1 , V = c; the pulse will continue its propagation undisturbed.
• cos Ø = 0, V = ∞; the pulse will enter the black hole at infinite speed and will never be seen again. This is
possibly the reason why light cannot emerge from a black hole.
b. A pulse of electromagnetic or communication signal will enter a black hole at infinite speed if projected at cos Ø = 0. Assuming data can be compacted on a single pulse, lack holes can then be used as transporters of instantaneous information.
c. It is quite possible that the projection theory may explain the cosmic coupling or “entanglement” phenomenon which is one of the strangest aspects of our universe. Two subatomic particles, separated by millions of light years, are coupled or “entangled” with one another so that when any imposed change happens to one particle, the same change is instantly reflected to the other particle.2 In fact it has been shown in laboratory experiments that entanglement does indeed happen. This phenomenon can only occur when the information between the two particles is transmitted at infinite speed or at cos Ø = 0.
e. Let us assume that man was able to teleport objects at the speed of light. Even though this achievement would be fantastic, it has limitations. The application will be limited to transporting objects within our solar system. If man wants to teleport objects to a planet that orbits a star thousands of light-years away from our Sun, it will take thousands of years to reach its destination. This means that even though objects can be teleported at the speed of light, the field of application will be limited to within the boundaries of our solar system. However, if teleportation can be achieved by using the projection theory, then any point in the universe can be reached instantaneously by man (infinite teleportation).
Logged
Print
Pages: [
1
]
Go Up
« previous
next »
Tags:
There was an error while thanking
Thanking...