You see, if a photon moves along a STRAIGHT line at a CONSTANT speed with a GIVEN energy, then logically speaking, you will expect an EVENLY distributed possibility EVERYWHERE on the line to find that photon. Isn't it? How can the nature assign the CREST and TROUGH sections of that line to have high possibility under the idea of QFT? [/QUOTE]
So obviously, the photon DOESN'T always move in a straight line at a constant speed. This type of motion is inconsistent with the wave nature of light.
Quantum field theory (QFT) hypothesizes that the photon behaves both as a wave and as a particle. Properties that are inconsistent with either model under the conditions of the experiment are hypothesized to be impossible.
Under the experimental conditions one is determining the diffraction pattern, the wave properties of light have to dominate. Therefore, the photon can't move in a straight line with a constant speed under those experimental conditions.
[/QUOTEI don't know what kind of energy is carried by a photon. To make a photon both wave and particle, a photon may have different mass, electric field, speed or possibility per cycle. To me, all of three possible energies and the fourth option of possibility are not easy to understand. That is why I think, it will be a little bit easier if a photon will never die.[/QUOTE]
According to QFT, all energy carried by a photon is kinetic energy. Because the photon has a zero rest mass and zero charge, there is no potential energy associated with the photon. In a constant gravitational potential, all changes in the energy of the photon are changes in kinetic energy.
The photon is part of the electromagnetic field. Therefore, the energy of a photon can also be called electromagnetic field energy. However, this hypothesis is not mutually exclusive of the energy being kinetic energy. Generally, when light is acting as a wave we call it electromagnetic field energy. When it is acting as a particle, we call it kinetic energy. It is the same energy.
According to QFT, the photon does not change energy during a cycle.
What may be confusing you is the behavior of photons in a short pulse. In a short pulse of light, which may contain only one cycle, the photons have a wide distribution of energies. However, the energy of each photon does not change during the pulse. The energy of each individual photon in a short pulse is indeterminate due to the uncertainty principle. However, the energy of the photon does not change during the cycle.
There are incomplete models outside of QFT that include the gravitational potential of a photon. According to general relativity (GR), the photon "carries" gravitational potential energy. This has been "proven" in such experiments as the Rebecca-Pound experiment. However, there is as of yet no complete theory that includes both QFT and GR.