A Novel Macroscopic Wave Geometric Effect of the Sunbeam and A Novel Simple Way to show the Earth-Self Rotation and Orbiting around the Sun

TL;DR

This paper introduces a macroscopic wave geometric effect of the sunbeam that reveals Earth's self-rotation and orbit around the Sun through observed angles and a simple sunbeam positioning device.

Contribution

It presents a novel geometric effect of sunbeam angles that allows direct visualization of Earth's rotation and orbit without complex instruments.

Findings

Sunbeam angle c velocity at sunrise/sunset matches Foucault pendulum rate

Additional sunbeam angle term relates to Earth's orbit inclination

Earth's orbit eccentricity and days from perihelion derived from angle measurements

Abstract

I present a novel macroscopic wave geometric effect of the sunbeam occurring when the sunbeam directional (shadow by a bar) angle c velocity is observed on the earth surface and a sunbeam global positioning device with a needle at the center of radial angle graph paper. The angle c velocity at sunrise or sunset is found to be same as the rotating rate of swing plane of Foucault pendulum, showing the earth-self rotation. The angle c velocity at noon is found to have an additional term resulted from a novel macroscopic wave geometric effect of the sunbeam. Observing the sunbeam direction same as the earth orbit radial direction, the inclination angle q of the earth rotation axis in relation to the sunbeam front plane is found to be related with the earth orbit angle, describing the earth orbit radial distance. The eccentricity of the earth orbit and a calendar counting days from perihelion are obtained by dq/dt and q measured on the earth surface, showing the earth orbiting around the sun. PACS numbers: 03.65.Vf, 95.10.Km, 91.10.Da, 42.79.Ek.