Explanation of Quantum Mechanical Interpretation

Classical particle view that particles are mostly in a straight line or circle-like curve motion, the fluctuating motion of particles ---- leveling particles and vibration of the vector sum is rarely seen, that is, classical particle physics, there is no or less mention of similar fluctuations of matter particles, that is to say, classical particle physics, there is no prototype of matter waves or referable object ---- fluctuations of particles; and in the fluctuation physics In fluctuation physics, the wave depends on the material ---- wave medium (not wave carrier), and without the medium, the wave is difficult to exist, so the classical wave is also a medium wave. And particles as a material carrier carrier wave, is inconceivable, that is, the classical wave, there is no fluctuation of particles ---- pure material material wave description, so the resulting wave-particle duality of the immaterial material wave is not surprising.... Because, in classical physics, there is no such concept, the fluctuation of particles, if you want to analogize the newer quantum wave view, pure matter matter wave, it is really difficult on difficult. To jump out of the classical physics is not easy, although, complementary wave-particle duality has been a great innovation, but due to the incomplete interpretation, will breed a greater breakthrough, namely, wave-particle unity, the new interpretation of quantum theory and the ghost wave of the unveiling. The fluctuation equation (1 or 1' form) of classical mechanical waves can be decomposed into two parts: vibration and advection.

y=Acosω(t-x/u) 1

y=Acos(2π/λ)(x-ut) 1'

That is, the fluctuation equation is compounded by the equation of vibration on the Y-axis (or y=Acosω(t-t'))

y=Acosωt 2

with the equation of advection on the X-axis (or t'=x/u) which is formed by.

x=ut' 3

From this it is easy to see that the vector sum of vibration and advection is the cause and essence of fluctuations. For a continuous medium, vibration + advection can produce fluctuations, but for discontinuous matter (non-medium) ---- what will happen to the particles? For the advection equation 3 type of motion of the advection particle, if at the same time there is a vibration potential applied to it, and the vibration equation for the 2 type, then the action of the particle of the advection and vibration of the vector sum, it is compounded into a fluctuating motion of the particles that can be expressed with the fluctuation equation 1 or 1 'type ---- fluctuating particles or particles of the wave.... The trace of its motion is continuous, like the trajectory of a classical wave. But its traces of motion are intermittent with the fixed domain of the particle, the fluctuations of a fixed domain, manifestly particle-like particle.

Since the fluctuation equation of a mechanical wave, of the 1 or 1' form, is also the fluctuation equation of a particle wave, the particle wave can also be expressed in the complex form

y=y0e 4

. That is, the 1,1' or 4 form becomes the fluctuation equation in the generalized sense, and not in the narrower sense, confined to the fluctuation equations of classically continuous mechanical waves. It is also applicable to particle waves in the fixed domain of the new discontinuity.

If a quadratic partial derivative is taken for Eq. 1, the fluctuation equation for a one-dimensional plane wave of a particle wave is obtained in the general form

эξ/эx=(1/u)(эξ/эt) 5

The classical fluctuation equation of a plane particle wave propagating in a three-dimensional space is

эξ/эx+эξ/эy+эξ/эz=(1/u)(эξ/ эt) 6

The fluctuation equation is actually the unity of classical particle physics and fluctuation physics, the unity of kinematics and fluctuation, and fluctuation is a part of kinematics and an extension of kinematics, i.e., the vector sum of advection and vibration. The object is different, one is a continuous medium, one is a fixed domain of particles, both can have fluctuation. 1.Medium Waves

Classical mechanical waves are perturbations of a continuous medium, in other words, without the medium classical waves do not exist, the medium is the essence and key to classical waves. Therefore, in view of this characteristic, classical wave can have a new name: medium wave or dielectric wave, in order to distinguish it from the new concept carrier wave.

There are two main elements in the composition of a classical mechanical wave, one is the matter, i.e., continuous medium; the other is the property, i.e., translational + vibrational perturbation. The medium is the body, is the substance; fluctuation is a form of motion of the advection + vibration, is the property, not the substance.... If you do some switching (replacement) of these elements, the medium is replaced by a particle, and the property advection + vibration is assigned to it, the particle becomes a fluctuating particle with advection + vibration = fluctuation, or a particle wave. At this time, the particle is not the medium of the wave, but become the carrier of the wave, the particle wave may be called the carrier wave.

2. Carrier wave

The particle wave generated by the perturbation of the fluctuating particles with matter (particles) as the carrier is called carrier wave. The difference between a carrier wave and a dielectric wave is the difference in the executor of the wave, i.e. the carrier.

Medium waves and carrier waves have a ****same point (****some properties), both have the characteristics or properties of the fluctuations of the advection + vibration, and the form of their motion is the same. However, the media or substance that transmits the wave is different between the two, the medium wave is transmitted by a continuous medium, that medium is a passive object, not a subject, and goes with the wave; whereas the particles of the carrier wave are the carriers of the fluctuations, and are the active subjects, and the fluctuations are only its properties.

Medium wave is only one kind of wave, quantum wave is different from it, so it is difficult to find out the classical explanation similar to the matter wave within the range of medium wave, and it is only easy to give a wider interpretation of the quantum theory by exploring and revealing the amphoteric unity of the wave nature and the particle nature, i.e., the unity of waves and particles in the classical wave-particle bifurcation tradition.

3. The going and staying of the Ether

The impression left by the Ether is that it should be a medium, and it seems that the DeBlois wave, which is y influenced by the classical concept of wave-particle and secretly bound by it, is also searching for a similar classical wave-medium-like reference or reference: the medium of the matter wave ---- the Ether, but it is often difficult to get what it wants. Particle waves are carrier waves, not mediator waves, so whether there is a mediator or not is no longer important to it; matter waves can generate fluctuating motions or carrier waves on their own without a mediator, and without the Ether as a mediator, De Broglie matter waves will exist. Therefore, it is no longer important to find the Ether or not, not to mention that the Ether has never been found. 1. Quantum relations are implied in classical fluctuation equations

U in classical fluctuation equations 1, 1' or 4--6, implies discontinuous quantum relation E=hυ and De Broglieux relation λ=h/p. Since u=υλ, the right side of u=υλ can be multiplied by a factor (h/h) containing Planck's constant h, and you get

u=(υh)(λ/h)

=E/p

The connection between classical and quantum physics, continuum and discontinuity (fixed domain) is made and unified.

2. The unification of fluctuation of particles and De Broglie's matter wave

The De Broglie's relation λ=h/p, and the quantum relation E=hυ (and Schr?dinger's equation), these two relations actually represent the unification of wave and particle, instead of the dichotomy of granularity and wave nature. De Broglie's matter waves are the fluctuations of real matter particles, photons, electrons, etc., which are the unity of particle-wave.

Discussion

Older interpretations of matter waves in quantum theory: wave-particle duality, immaterial matter waves, and vague interpretations of both particle and wave nature. However, the two sexes are separated, not unified, not particle-wave one and the same time, a moment is a wave, a moment is a particle, the strange ghost wave-like interpretation. Are due to the traditional classical physics, there is no particle wave can be compared to the reference, therefore, the interpretation is difficult to have a greater breakthrough, or have a surprisingly successful imagination, had to use complementary wave-particle duality interpretation instead.

By classical physics, it is known that there are three basic forms of motion of material particles, i.e., advection, vibration, and rotation, and in the actual operation of the particles, the forms of motion are often multiple as well, unlike the ideal conditions described by the existence of only a single form of motion, such as only advection, or only vibration. That is, the actual particle trajectory is often synthesized by three basic forms of motion: translational + vibration (+ rotation). Only when the intensity (amplitude) of one of these forms of motion is extremely small compared to the intensity (amplitude) of the other forms of motion, or the scale of the particle, and that small-intensity mode of motion can be ignored, and the large-intensity mode of motion is retained and designated (idealized, assumed) to be a single form of motion (or h→0), the form of motion of the particle is set to be monadic. For example, when the amplitude A of the vibratory motion of the particle is small and the intensity S of the advective motion is large, i.e., when A/S is sufficiently small (or A/S→0), the vibration can be neglected and only the advection is taken into account, i.e., the phenomenon studied by classical advective kinematics; whereas when the intensity S of the advective motion is small and the vibratory amplitude A is large, i.e., when S/A is extremely small, it is only the vibratory motion that reveals itself, and the advection can be omitted. The above two cases are the main objects of study in classical physics.

But when the vibration amplitude A and reflect the size of the particle scale of the diameter D, or the degree of advection S compared, that is, A/D, or A/S → a not too small is comparable, the particle's motion is no longer a single advection or vibration, but into the advection and vibration for the composite motion, the result of its synthesis into a particle fluctuations of the motion ---- particle wave, that is, advection particles and vibration vector sum or perturbation of the translational particles.

Particles in nature" (plasmas), as large as the macroscopic universe of the planets, to the naked eye to see the stone, as small as the microscopic quantum world, are still able to find the traces of fluctuating motion of particles of flat + vibration, just has not been paid attention to. As in classical physics, the composite fluctuating motion of particles with "advection + vibration" is seldom involved. Vibration + vibration of the continuous medium of the perturbation wave, but also just noticed the continuous medium or medium wave, but not involved in the discontinuous, fixed-domain particle carrier wave, resulting in the emergence of a quantum ghost wave of strange interpretation, increased mystification, weakening the scientific.

Integrating the experimental results of quantum physics, it can be seen that the merger and unity of wave nature and particle nature. When doing diffraction experiments with individual particles, such as photons or electrons, it is obvious that they have a particle nature, which is taken for granted. However, this particle nature is different from the linear motion characteristic of classical particle physics. The particles that fall on the screen through the small holes do not hit a fixed point, but (randomly) fall within a certain area. The reason for this change is that the particle is not running on a classical, standard, absolutely straight-line motion trajectory; it is running on a fluctuating, or wave-like, trajectory of a perturbed, flat-moving particle, which means that the individual particle has a wave nature, and that its particle nature is unified with its wave nature, and that the particle and the wave are one and the same.

When there are multiple particles, the quantum manifests wave nature, which is the authoritative statement of traditional quantum theory. However, behind its wave nature, there is also an implied particle nature of the wave. Because the overall diffraction or interference pattern is a combination of many individual particles, that is to say, the wave pattern is generated by (fluctuating) particles, the wave nature contains the particle nature, the wave and the particle is one, wave and particle is also a unity.

In fact, leaving aside the object of wave action (such as continuous medium or carrier) to see the wave, the essence of wave nature is the vector sum of translation and vibration, or a kind of perturbation, is a kind of composite motion, is the simple superposition of kinematics (translation and vibration), and there is no essential difference between kinematics.

The formal system of mechanical, particle, and matter waves, or medium and carrier waves, is unified and consistent with classical waves, all of which are vector sums of translational motion and vibration, and are again the prototype of a new interpretation of quantum theory. The fact that particles have volatility, and carrier waves have particles, is the key to generating de Broglie waves, which are unified wave-particle and particle-wave, and de Broglie matter waves are the fluctuations of (pure,true) matter particles.

Conclusion

The fluctuation equation of mechanical wave can be decomposed into two parts, vibration and advection, and the vector sum of advection and vibration is the essence of wave, which is true for both classical wave and matter wave, and the wave is the property, not the matter. Classical mechanical waves are actually medium waves, which rely on a continuous medium to transmit fluctuations. Beyond medium waves, there are carrier waves. It is the fluctuation of particles carried by particles, i.e., the vector sum of advective particles and vibrations, which can be described by classical physics and is the unity of particles and waves. The fixed domain nature of particles and wave nature are mutually compatible. The fluctuation equation of the particle wave is the same as that of the classical mechanical wave, and the system of mathematical forms of the two is unified. In the classical fluctuation equation, there is an implied quantum relationship u=E/p, there is a particle wave, which is a comparable reference for De Broglie's matter wave, so that the matter particle and the wave are merged and unified into one, and the matter wave is the fluctuation of the pure matter, so that the ghost wave can be cleared up, and the interpretation becomes clear.

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