Special Solution of the Schrödinger Equation:
Realizations of the Solution of the Total Schrödinger
Equation from the Link between Relativity and
Quantum Mechanics

Mohamed Daris

Short Communication

Special Solution of the Schrödinger Equation: Realizations of the Solution of the Total Schrödinger Equation from the Link between Relativity and Quantum Mechanics

Mohamed Daris*

Department of Physics, University of Sciences, Morocco

Corresponding Author

Received Date: August 18, 2019 Published Date: August 29, 2019

Abstract

This work is due for the solution of the big problem which is the solution of the Schrödinger equation to have a new model or system that can have other consequences on the whole matter which leads to a resolution of all the quantum problems to link to physics, which makes theories in quantum physics easier to answer on major and complex questions. The solution of the Schrödinger equation is based on the connection between quantum mechanics and relativity. It is a drift of this connection so we have this system is completely solved and gives a great interpretation of all the particles and waves and all macroscopic or microscopic systems eg. galaxies; the planets ; the moons etc. for example, particles, waves, electrons, protons, etc. will be noted.

Keywords: Schrödinger equation; Variable; Wave function; Energy

Abbreviations: ρ: Density; E: Energy of Light; Ψ: Wave Function, T_F: Final Time; H: Own Operator; E_V: Volume Energy; C: Speed of Light; D(Ψ): Function of the Function Variable of Wave

Introduction

The solution of the Schrödinger equation that I exploit is based on the connection between quantum mechanics and relativity that I already exploit in another subject that gives us a new equation that is a function of the function of It is at this level that we have tried to derive this solution because this link is the basis of all practical solutions and systems. I have tried to calculate the function of the solution which is continuous normal and according to the wave function it allows a global study and localization of the solution to allow to pass to other more important and more complex level.

Discussion

From the equation linking relativity and quantum mechanics we have:

We have the Schrödinger equation:

So we have

so :

We put the function:

D(Ψ): Function of the wave function variable: (Ψ):

We have :

With:

D(Ψ)Function of the wave function variable: (Ψ)

Conclusion

D((Ψ)): This is the exact solution of the Schrödinger equation. It is a function of the wave function variable (Ψ) that allows us to simply exploit another horizon in wave and particle physics and physics quantum. This solution is a special solution of the Schrödinger equation in the state and quantum conditions of particles and quanta.

Acknowledgement

None.

Conflict of Interest

No conflict of interest.

References

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Laura Merritt et David Merritt (2000) A fundamental relation between supermassive black holes and their host galaxies. Astrophysical Journal Letters 539(1): L9-
"Speed of light in vacuum, c, c0". The NIST reference on constants, units, and uncertainty: Fundamental physical constants. NIST. Retrieved 2011-11-28.
Ishimaru H (1989) Ultimate Pressure of the Order of 10−13 torr in an Aluminum Alloy Vacuum Chamber. Journal of Vacuum Science and Technology 7(3–II): 2439-2442.
Altarelli Guido (2008) Chapter 2: Gauge theories and the Standard Model. Elementary Particles: Volume 21/A of Landolt-Börnstein series. Springer. ISBN 3-540-74202-6. The fundamental state of minimum energy, the vacuum, is not unique and there are a continuum of degenerate states that altogether respect the symmetry. pp. 2–3.

Article Details

Citation

Mohamed Daris. Special Solution of the Schrödinger Equation: Realizations of the Solution of the Total Schrödinger Equation from the Link between Relativity and Quantum Mechanics. Annal Biostat & Biomed Appli. 3(1): 2019. ABBA.MS.ID.000555.

Keywords

Schrödinger equation; Variable; Wave function; Energy, Density, Energy of Light, Wave Function, Final Time; Own Operator; Volume Energy; Speed of Light; Function of the Function Variable of Wave.