In the image in this text is an image of lupine and image of a quantum experiment there is tested Landrauer's principle. “Landauer's principle is a physical principle pertaining to a lower theoretical limit of energy consumption of computation. It holds that an irreversible change in information stored in a computer, such as merging two computational paths, dissipates a minimum amount of heat to its surroundings. It is hypothesized that energy consumption below this lower bound would require the development of reversible computing. The principle was first proposed by Rolf Landauer in 1961.” (Wikipedia, Landauer's principle)
Both the flower and those quantum fields form the tower. And the remarkable thing is that those quantum fields form a similar structure as a series of coils that send radiation from their sides. That kind of quantum tower can send information to the receiving coils or layers if they are against each other. Same way a radio antenna transmits information from the points where the Hall effect forms the plate-shaped expansion into the electromagnetic (quantum) field between atoms.
"Quantum magnetometers are breaking barriers in magnetic sensing — but are they really quantum? A new study digs into how far these devices can go and what defines their quantum nature. Credit: SciTechDaily.com"(ScitechDaily, Quantum Sensors That Hear Magnetic Whispers – And Push Physics to Its Limit). Those sensors could form a tower that can scan quite a large area.
Quantum magnetometers can detect incredibly small changes in magnetic fields by tapping into the strange and powerful features of quantum physics. These devices rely on the discrete nature and coherence of quantum particles—behaviors that give them a major edge over classical sensors. But how far can their sensitivity go? And what actually makes a magnetometer “quantum?” (ScitechDaily, Quantum Sensors That Hear Magnetic Whispers – And Push Physics to Its Limit)
Those fields form when an electromagnetic wave travels between atoms. When that wave hits an atom's quantum field it causes a wave. That wave or resistance makes it possible that the system can press information into the sides of the antenna. When we think about those Hall fields and those flowers, we can imagine a situation where those flowers could send chemical signals from their flowers to another flower. That thing is not proven. But the lupine flowers can act as models for directed radio transmitters that send coherent radio signals to the receiver.
The second image introduces the model of the quantum fields around quantum sensors. Those quantum fields allow those sensors to sense things that were unable to detect before. When we think about things like quantum computers, erasing information is also important. If we can trap wave movement into the bubble, we can erase that information by pressing wave movement into a straight position.
We can see that the same forms repeat in nature. The image from the Landrauer’s principle has a similar form with flowering plants. And that causes an interesting question. Can we someday calculate things like quantum fields' form in situations where some high-power energy impulse hits them. If we think that the quantum tower is similar in all sizes of quantum systems, we can make the new types of quantum systems that are more sensitive than ever before.
There is a possibility that the quantum sensor looks like the quantum tower where the electrons or photons hover between objects and those quantum fields. When we make superposition and entanglement we must know everything from the system. We must predict things like FRBs and other changes in the power of electromagnetic fields.
https://phys.org/news/2025-06-approach-probing-landauer-principle-quantum.html
https://scitechdaily.com/quantum-sensors-that-hear-magnetic-whispers-and-push-physics-to-its-limit/
https://scitechdaily.com/the-quantum-price-of-forgetting-scientists-finally-measure-the-energy-cost-of-deleting-information/
https://en.wikipedia.org/wiki/Hall_effect
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