DOPPLER SHIFT

DESCRIPTION:
"DERIVING THE MATHEMATICS OF DOPPLER SHIFT" animation from my publication.

No electromagnetic wave, including photons, is emitted instantaneously. They require a certain amount of time to be emitted. Electromagnetic waves also possess a wavelength. To describe an electromagnetic wave, we use its wavelength. By using these two characteristics of electromagnetic waves—the time required for emission and their wavelengths—it is possible to derive the mathematical foundation of Doppler Shift. ............

You can find the continuation of this text in the Post-Book Publications section. Undoubtedly, it is one of the most important publications available. I strongly recommend reading it.

DESCRIPTION:
In the above simulation, a signal tower continuously sends signals to an airplane. To make the simulation explanatory and the details visible, the signal is represented as a sine wave. The simulation uses pure (c+v)(c-v) mathematics. In fact, all animations related to the book are invariably created according to the rules of (c+v)(c-v), but I especially wanted to emphasize it here.

This simulation contains extremely important information. Additionally, it very clearly demonstrates how incomplete and full of errors our current knowledge of physics is. My request to you is to be very attentive here to grasp the wealth of information the simulation provides.

Technique of creating the simulation:
In accordance with the rules of (c+v)(c-v) mathematics, each point on the sine wave moves independently towards its target (the airplane) at a speed of c relative to the reference system of the target. You can find more detailed information about this topic in the Signal Path section.

Simulation control:
The slider sets the airplane's speed. In the simulation, you can assign any value to the airplane's speed within the range of 0 to c. The airplane can move in both directions. The central position of the slider represents zero.

The signal turning blue or red symbolically represents the Doppler Shift. If the signal wavelength lengthens, it turns red; if it shortens, it turns blue.

Now, press the Play button to start the simulation. I ask you to use the slider to control the simulation and observe it for a while.

Results of the simulation:

1. As soon as the airplane's speed changes, the wavelength of the signal emitted by the signal tower changes simultaneously. In other words, Alice's Law states that the change in wavelength in Doppler Shift occurs at the moment the signal is emitted. THIS CHANGE IN WAVELENGTH OCCURS INDEPENDENTLY OF THE DISTANCE AND TIME BETWEEN THE TWO REFERENCE SYSTEMS.
2. Once an electromagnetic wave is emitted towards a target, any change in speed or direction of the target does not alter the wavelength of the electromagnetic wave traveling towards it.
3. Even if the target recedes at a speed of c, the signals will still reach their target.

The simulation contains other information as well, but the three points above are indicative of the enormous change that will occur in the general theory of physics in the near future. Especially the first point is astounding. The fact that the change in wavelength occurs independently of distance and time, at the signal source, while the signal is emitted, and depending on the speed of the target, is not part of the information contained in the current theory of physics. On the other hand, the fact that this situation can be experimentally proven adds additional value to it and elevates it to a very special position.

DESCRIPTION:
Here is a simulation very similar to the one above. In the upper simulation, the signals only traveled along the X-axis. Here, the Y-axis is also included in the event.

The black line on the tower is sensitive to the airplane's movement and follows it. Its task is to ensure the sine wave is emitted smoothly. You can find details of this topic in the Phase Shift section.

The simulation will likely make you say, "Wow, look at this, it's incredible, magnificent."

This information is not found anywhere outside the pages of Alice's Law. Just like you, the scientific community is seeing these simulations for the first time. It is entirely natural for you to be surprised, amazed, and even skeptical because you are looking into the unknown and the physics of the future. When I created these simulations years ago, I was greatly astonished by what I saw and watched them for hours as if mesmerized.