This article begins with the double-slit interference experiment involving photons. By proposing three laws regarding the behavior of photons as they pass through double slits and defining boundary condition functions using Weierstrass function, we derive the probability density of a photon landing at any point in the space behind the two slits as a function of time. By examining various angles of photon incidence, we conclude that the formula for information transmission within a photon wave packet is v=c/cosα. Here, v represents the propagation speed of information in different directions, α represents the angle between the direction of information transmission and the direction of photon propagation. Relativity is a special case where α=0. By solving the photon wave function equation, it is concluded that causal relationships are not easily disrupted at the macroscopic level, but they can be at the quantum level.
This article begins with the double-slit interference experiment involving photons. By proposing three laws regarding the behavior of photons as they pass through double slits and defining boundary condition functions using Weierstrass function, we derive the probability density of a photon landing at any point in the space behind the two slits as a function of time. By examining various angles of photon incidence, we conclude that the formula for information transmission within a photon wave packet is v=c/cosα. Here, v represents the propagation speed of information in different directions, α represents the angle between the direction of information transmission and the direction of photon propagation. Relativity is a special case where α=0. By solving the photon wave function equation, it is concluded that causal relationships are not easily disrupted at the macroscopic level, but they can be at the quantum level.
This article begins with the double-slit interference experiment involving photons. By proposing three laws regarding the behavior of photons as they pass through double slits and defining boundary condition functions using Weierstrass function, we derive the probability density of a photon landing at any point in the space behind the two slits as a function of time. By examining various angles of photon incidence, we conclude that the formula for information transmission within a photon wave packet is v=c/cosα. Here, v represents the propagation speed of information in different directions, α represents the angle between the direction of information transmission and the direction of photon propagation. Relativity is a special case where α=0. By solving the photon wave function equation, it is concluded that causal relationships are not easily disrupted at the macroscopic level, but they can be at the quantum level.
This article begins with the double-slit interference experiment involving photons. By proposing three laws regarding the behavior of photons as they pass through double slits and defining boundary condition functions, we derive the probabilistic variation of photon landing points in the space behind double slits. By examining various angles of photon incidence, we conclude that the formula for information transmission within a photon wave packet is v=c/cosα. Here, α represents the angle between the direction of information transmission and the direction of photon propagation. Relativity is a special case where α=0. By solving the photon wave function equation, it is concluded that causal relationships are not easily disrupted at the macroscopic level, but they can be at the quantum level.
When a single photon passes through a slit, the principles of quantum mechanics regarding the boundary conditions of the wave function hide a specific condition: within the wave packet of the photon, the speed of information transmission perpendicular to the direction of photon propagation is infinite. This does not violate Relativity, as it does not conflict with the Principle of Constancy of Light Velocity. In the direction parallel to the propagation of the photons, the speed of information transmission matches c. However, in other directions, the speed of information transmission can exceed c. Causality is not an immutable law of nature, it is not easily overturned at the macro level, while it is not so at the quantum level. Cause and result are mutually causal in different reference frames. Assuming that the angle between the direction of information transmission inside the wave packet and the direction of photon propagation is θ, quantum mechanics utilizes the special case of θ=π/2 to handle wave functions, while the establishment of Relativity is based on the special case of θ=0. Relativity and quantum mechanics can be viewed as two specific instances of a unified theory.
In the double-slit interference experiment with light, once one of the slits is instantaneously closed, the point H on the screen directly opposite the other slit will experience a change in the intensity of light at that point. Moreover, the time it takes for the intensity of light at point H to change after the slit is closed is shorter than the time it takes for light from the slit to reach point H. This indicates that information is transmitted from the slit to point H on the screen at a speed faster than the speed of light c. This does not violate Relativity, as it does not conflict with the Principle of Constancy of Light Velocity. Information is transmitted at varying speeds within the wave packet. In the direction parallel to the propagation of the photons, the speed of information transmission matches c. However, in other directions, the speed of information transmission can exceed c. And according to the inference, it appears that causality is not an immutable law of nature. Causality is not easily overturned at the macro level, while it is not so at the quantum level. The law of causality varies under different inertial or non-inertial reference frames. In one reference frame, the cause leads to the result; in another reference frame, the result may leads back to the cause. Cause and result are mutually causal in different reference frames.
In the double-slit interference experiment with light, once one of the slits is instantaneously closed, the point H on the screen directly opposite the other slit will experience a change in the intensity of light at that point. Moreover, the time it takes for the intensity of light at point H to change after the slit is closed is shorter than the time it takes for light from the slit to reach point H. This indicates that information is transmitted from the slit to point H on the screen at a speed faster than the speed of light c. This does not violate Relativity, as it does not conflict with the Principle of Constancy of Light Velocity. Information is transmitted at varying speeds within the wave packet. In the direction parallel to the propagation of the photons, the speed of information transmission matches c. However, in other directions, the speed of information transmission can exceed c. And according to the inference, it appears that causality is not an immutable law of nature. Causality is not easily overturned at the macro level, while it is not so at the quantum level.
In the double-slit interference experiment with light, once one of the slits is instantaneously closed, the point H on the screen directly opposite the other slit will experience a change in the intensity of light at that point. Moreover, the time it takes for the intensity of light at point H to change after the slit is closed is shorter than the time it takes for light from the slit to reach point H. This indicates that information is transmitted from the slit to point H on the screen at a speed faster than the speed of light c. This does not violate Relativity, as it does not conflict with the Principle of Constancy of Light Velocity. The transmission speed of information within a wave packet of photons is not solely determined by the Principle of Constancy of Light Velocity. Information is transmitted at varying speeds within the wave packet. In the direction parallel to the propagation of the photons, the speed of information transmission matches c. However, in other directions, the speed of information transmission can exceed c.