Physics

Kepler’s Equation Series

As a continuation of the article on Kepler's equations, this article will show the calculation of the physical quantities of the solution to the equations of elliptical motion in classical mechanics using a series.

2024.11.20

Physics

Quantum Computing

In previous post, I mentioned that the concept of time that we perceive is different from the concept of time assumed in quantum mechanics. From this perspective, I will try to explain how quantum computing works.

2024.11.13

Physics

Complex Function and Time

This article will consider in what form time expressed as a complex function can be expressed when considering the progression of time with fixed coordinates.

2024.11.07

AnalysisPhysics

Schrödinger Equation for One-dimensional Coulomb Potential

This article presents an unconventional solution to the Schrödinger equation in the presence of a one-dimensional Coulomb potential.

2024.10.08

Physics

Gravity in One-dimensional Space

This article considers gravity when space is one-dimensional. I believe that by expanding this to what happens when it becomes two-dimensional, and then three-dimensional, I will be able to arrive at the true essence of gravity.

2024.09.24

Physics

Elliptical Motion in the Theory of Relativity

This article derives an equation of motion equivalent to the Schwarzschild solution from the theory of analytical mechanics in a conical coordinate system.

2024.09.13

Physics

Two-body Problem

This article consider how the equations of motion for elliptical motion in classical mechanics, known as the two-body problem, can be formulated by rewriting the equations as if two masses were moving independently.

2024.09.03

Physics

Schrödinger Equation in the Free State (3 Dimensions)

In this article, we derive the solution to the three-dimensional Schrödinger equation when we consider a Gaussian wave packet model (white noise model) in the same way as in the one-dimensional case.

2024.08.25

Physics

Motion and Energy in the Theory of Relativity

Consider the hypothesis that the space-time of the theory of relativity is a conical coordinate system. We will summarize the discussion of what the equations of motion and conserved quantities are under this hypothesis, and show the problems.

2024.08.18

Physics

Kepler Equation

The orbits of planets and other objects moving around stars are elliptical, but the angular velocity is not constant. We consider a method of finding a solution to an algebraic equation called the Kepler equation by using Bessel functions.

2024.08.11

AnalysisPhysics