I calculated the wavelength of a gravitational wave I find its value correspond to the namely "terrestrial mile" which is 1.609344 km. In my theory the speed of the gravitational waves is absolutely the same than the speed of light. I have calculated the energy of a gravitational wave and I found about 1.234 x 10^-28 Joule. But what serves this energy of the gravitational waves ?
I also asked many other question as for example:
- Do you think that the absolute time for light to travel exactly one mile should emerge from an ultimate theory?
- To travel at speed c, must the photon ride the waves of the vibration of space?
- Is the terrestrial mile (1.609344 km) the wavelength of the vibration of the space?
- What is the energy needed for a photon to travel, one, two, three, ...., etc terrestrial miles (1.609344 km)?
- Could the earth mile (1.609344 km) be the length of a fundamental wave, possible electromagnetic one?
- Can anyone justify why the value of 1973 c=299792.458 (CODATA) is more accurate than Arne PJERHAMMAR's 1972 c=299792.375?
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You have made a mistake about gravitational waves. They have many different wavelengths. The ones that gave been detected change in frequency as the two stars they come from spiral in towards each other and rotate round each other faster and faster. Because they travel at the speed of light, the wavelength is shorter as the frequency increases. The LIGO detector can detect waves from 5 Hz to 20 kHz which have wavelengths from 60000 km to 15 km. It has detected gravity waves in this range of wavelengths. The signals chirp, which is a steady increase in frequency with time, so have lots of different wavelengths.
https://www.newscientist.com/article/2087381-gravitational-waves-your-cheat-sheet-on-the-find-of-the-decade/
https://physicsworld.com/a/ligo-detects-first-ever-gravitational-waves-from-two-merging-black-holes/
Malcolm White,
Many thanks for the response and documentation. But would you like to take a look at my answers to my own questions regarding the calculation of the speed of a charge in an antenna and the jump speed of the electron from level 2 to level 1 in a hydrogen atom for example. THANK YOU. My questions are on my RG pages: "In fundamental physics can we calculate the jump speed of an electron from for example the level n=2 to n=1 in hydrogen?" MY ANSWER: 7500 m/sec (about).
"Can we calculate, using fundamental physics, the speed of an electrical charge (m/s) within an antenna producing for example waves of 300 giga Hertz? MY ANSWER: 0.8 m/sec (about). HAVE YOU A COMMENT?DO YOU FIND THESE TWO VALUES CORRECT?
Dear Jamil Kooli
I can't answer many of your sub-questions, I don't have the practical knowledge to do so.
My answer to your main question:
What is the role of the gravitational waves and of their energies in free space?
Gravitational waves for objects such as the Earth are indicative of its gravity wave-like behaviour... I explained this in my paper, you may have read it.
In the previous statement, that is true: 'You have made a mistake about gravitational waves. They have many different wavelengths.' The rest is false because the LIGO narrative'
Their energy is a fraction compared to electromagnetic waves.
'In my theory the speed of the gravitational waves is absolutely the same than the speed of light.' that's what I think too.
Regards,
Laszlo
Dear Laszlo Attila Horvath,
Is it possible to post me the link of your article? Best regards.
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