The Concept of Observational Force in Quantum Mechanics

In the last JoJo video, I asked if there could be a new force in the four forces of quantum mechanics called the observational force. Can it be successfully integrated into the current formulas of physics? What is the fifth force that comes after the four forces that make up this world? These are some of the questions I posed to Chad GPT. Dawson: Suppose there is light without force, light that cannot be measured by electromagnetism or any instrument of modern science. If the relationship between electromagnetism, strong force, weak force, and gravity that make up this world belongs to a dark matter-like position, how can it be expressed in a formal way? Chad GPT: The force-free light you describe is difficult to define and describe within the framework of modern physics. Modern physics builds its theories on experimental data based on observations and measurements. So, it is difficult to formulate a theory about electromagnetism and other phenomena that cannot be measured by modern scientific instruments without concrete evidence or proof of their nature and effects. However, there are some phenomena, such as dark matter and dark energy, whose existence has been inferred by indirect observation of their effects and influences. Although direct observation is difficult, if we assume that your proposed light without power has some indirect effect or effects, we could conceivably build a new physical theory or model based on it for specific formal expressions. The following steps may be considered: clarify what effects or influences light without power would have, propose a method to measure or observe the effect or influence, confirm the effects and impacts through actual experiments and observations, and construct a new physical theory or model based on the confirmed data. Through this process, formulas and mathematical descriptions of light without force may emerge. However, what form this would take within the framework of modern physics must be based on specific properties, effects, and evidence. Dawson: One of the above steps is to clarify what effect or influence light without force is. That light without power is a force whose existence can be determined by observation. Ch

ad GPT: It is an interesting idea that light without force can be a force whose existence can be determined by observation. This idea reminds me of some aspects of quantum mechanics, in particular, the concept of observer influence. In quantum mechanics, the idea is that the state of a particle is not determined until it is observed, and that observation determines its state. If this light without force somehow affects the state of matter or energy, it would be a very interesting new physical phenomenon. However, the following steps would be necessary to put this concept into a formula or model: define the specific properties and characteristics of light without force, theoretically predict the effects and impacts of this light on other physical systems and particles, design experiments to confirm the predicted effects and impacts, and construct new theories and formulas from the results of the experiments. Further details about this light without force, its specific effects and impacts, and how it fits into the framework of modern physics will be needed. Dawson: Define the specific properties and characteristics of light without power. Is the extent to which an observer can observe or perceive the quantity. In other words, the more observers, the stronger the effect, and the weaker the effect, the smaller the effect. Do you understand? Chad GPT: Yes, I understand. You are suggesting that light without force has the property that its effect depends on the number of observers and the intensity of the observation. This idea is very interesting from the perspective of highlighting the relationship between observers and phenomena. The fact that physical influences change depending on the presence of the observer and the degree of observer perception is not part of the traditional physics framework. But given the special emphasis on the role of observation in quantum mechanics, it may provide one clue for the development of new theories and models. In order to treat this concept of light without force within the framework of modern physics, we need models and mathematical formulas that can quantitatively describe its effects and impacts. It will be necessary to describe theoretically the mechanisms and principles of how the light without force acts depending on the number of observers and the intensity of the observations. Dawson: Theoretically, predict the effect and influence of this light on other physical systems or particles. The light here would be an observational force, so it would be a force that can exist to the extent that we observe it. Chad GPT: Understood. Am I correct in my interpretation that what you are referring to as light is not literally light, but rather light as a power of observation or power of perception? That is, the power of the observer's presence in consciousness to affect the physical world. This idea has a philosophical and especially epistemological aspect and seems to be closely related not only to physics but also to philosophy and the study of consciousness. While modern physics, especially quantum mechanics, suggests that the role of the observer in the process of observation influences physical phenomena, the concept of observational power that you are proposing seems to me to take this as something even more general. In order to develop a concrete model or theory of how this power of observation affects the physical world, we need to consider the following points: how does the power of observation affect physical phenomena and particles, how can this influence be quantitatively described, how do other physical forces (e.g., electromagnetism, gravity, etc.) interact with the observational force, can the existence and effects of the observational force be confirmed through actual experiments? By answering these questions, we may incorporate the new physical concept of observational forces into the framework of modern physics. Dawson: How can this effect be quantitatively described? I assume it acts on constants, etc., that determine wave coefficients, etc. Chad GPT: One way to quantitatively describe the concept of observational power would be to introduce specific physical quantities or parameters. As you suggest, it is possible to model mathematically the effect of this power of observation by introducing coefficients or parameters that affect the wave function or physical constants. For example, if we consider the wave function of a particle in quantum mechanics, we can assume that this observational force affects the wave function in the following form: S = F(S_o), where S is the wave function after the influence of the observing force, S_o is the original wave function, and F is a function that shows the relationship between the two. When considering the effect of the observational force on a physical constant (e.g., charge, mass, Planck's constant, etc.), it is possible to introduce a coefficient or parameter that modifies that constant. For example, suppose that the charge (e) is affected by the observational force: e' = e + Delta_o, where e' is the modified charge and Delta_o is the modification term for the influence of the observational force. Thus, it is conceivable to incorporate the concept of observational force into the physics framework through concrete mathematical models and formulations. However, this requires a detailed understanding of the specific properties and effects of observational power and the construction of appropriate mathematical models based on this understanding. This is the end of the first part. Please see the second part for the rest of the story. Thank you for watching and enjoy!