DIFFUSION EQUATION AND COMPLEMENTARY SCHRODINGER’S EQUATION FROM BROWNIAN MOTION

Abstract

Diffusion Equation and classical Schrödinger Equation have been derived from Brownian motion and the quantum limits have been derived, which transform the classical Schrödinger equation in to usual quantum equation without any formal analytic continuation and wave- particle duality. These quantum limits have been shown to lead to Heisenberg uncertainty relation between position and momentum of the Brownian particle.

Authors and Affiliations

B. S. Rajput

Keywords

Related Articles

DIFFUSION EQUATION AND COMPLEMENTARY SCHRODINGER’S EQUATION FROM BROWNIAN MOTION

Diffusion Equation and classical Schrödinger Equation have been derived from Brownian motion and the quantum limits have been derived, which transform the classical Schrödinger equation in to usual quantum equation witho...

Aerodynamic Design of a HAWT Blade for Indian Wind Condition

Wind turbine works by converting the kinetic energy of the wind into electrical energy that can be supplied. Present work gives an optimization method for blade of VESTAS 1.65 MW horizontal axis wind turbine according to...

Financial and economic crisis creates new data on the electricity for remote consumers: Case study Greece

The financial and economic crisis in Greece has brought new taxes on the fossil fuels. During the depression (January 2009 – June 2011) the diesel-oil price was rising more than 65%. The aim of this study is to investiga...

Stress analysis of ceramic lined, composite or steel Jacketed Pressure Vessels

Stress analysis of ceramic-lined cannon pressure vessels is described, for a S13N4 or SiC liner and A723 steel or carbon-epoxy jacket and with an initial residual interface pressure between liner and jacket and pressure...

HUMAN PROTEIN FUNCTION PREDICTION- A DOCKING BASED APPROACH

Proteins are the most important macromolecules of life. The knowledge of protein function is an important link for the development of drugs, crop development and synthetic bio-chemicals like bio fuels. Different techniqu...

Download PDF file
  • EP ID EP160775
  • DOI -
  • Views 147
  • Downloads 0

How To Cite

B. S. Rajput (2011). DIFFUSION EQUATION AND COMPLEMENTARY SCHRODINGER’S EQUATION FROM BROWNIAN MOTION. International Journal of Advances in Engineering, Science and Technology, 1(1), 62-70. https://europub.co.uk/articles/-A-160775