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Ferman's Cosmos Model | |||||||||||||||||||||||
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LUMINOUS ENERGY In the superior drawing we see as we can develop the formulas to measure the energy of a luminous source or radio frequency of. (Also particles and objects changing the light velue c for the speed v of particles) The formula consists on following the general rule of kinetic energy in the bodies in movement: Eo = m.v^2 / 2. --The first thing that it is necessary to keep in mind is the mass of each sub-atom that composes to the luminous particles or photons (or the sub-atoms that compose each cluster or wave of radio frequency). This mass as we already know it is approximately of 10^-82 kg. --Later we apply the speed (speed of light to the square) that it will be of about 10^17 m/s. --Then the quantity of sub-atoms that a photon contains. About 10^11 units. Multiplying everything we will have the energy for each received photon, about 10^-53 Joules. (We don't divide for two because we don't try here to obtain an exact result, but an indicative result). As for the colours –as we see in the drawing - we consider that they are due to the energy that we receive with each photon, so when the photons are bigger the energy is bigger too, and therefore, the colour more near to the blue. Similar happens with the speed that photons arrive to us, because if we circulate swiftly toward a ray of light this will hit us with more force (also energy) and therefore with appearance of being nearer to the blue. Because well, once obtained the energy for each received photon, we multiply this energy for the quantity of photons that we receive per second (frequency) or entirely to find the received total energy. As we can see in the drawing, for getting a joule of energy we need 10^53 photons about. On the other hand, if my theroy is right, Planck used bigger particles than photons for getting his quantum number h. Frequency f. The frequency f represents the quantity of sub-atoms that we receive for unit of time. Therefore when we are referring to radio-waves, photons or particles, this term consists of two parameters: L load or number of sub-atoms for each wave (portion of wave that we receive) or particle and f ' will be the frequency of these waves or particles. f = L x f ' As we see, this formula for energy (drawing) is valid for waves, particles and objects (changing c for v). Against, the formula E = h .f ( with Planck constant) alone it can be applicable in waves and always with arbitrary character and lacking quantum value ( Due to, as for my theory, quantum mass -sub-atom- is near to 10^-79 g. and quantum luminous energy is 10^-65 joules. ) |
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