In this episode, we look at one of the two types of coordinate systems inherent in the model of Complete and Incomplete Coordinate Systems; an **Incomplete Coordinate System**. Part 2 of the series build upon the material presented in Part 1.

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## Archive for the ‘Videos’ Category

## Episode 13 (Video) – Moving Systems (Part 2)

## Episode 12 (Video) – Moving Systems (Part 1)

In this episode, we review the concepts behind moving systems as used by the Model of Complete and Incomplete Coordinate Systems as well as in Special Relativity Theory. This four part video series is based on material delivered at this years AAAS/NPA conference held in April at the University of New Mexico. In Part 1 of the series, I introduce the concepts of a reference (or stationary) coordinate system, a second system (either stationary or moving – most of the times it is thought of as moving), and of an oscillating object.

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## Episode 11 (Video) – Michelson-Morley Experiment AAAS/NPA Conference Presentation

In this episode, I delivery a presentation entitled Revisiting the Michelson-Morley Experiment to Reveal and Earth Orbital Velocity of 30 km/s. This presentation was originally given at the 15th Annual NPA conference on April 11, 2008 at the University of New Mexico. The conference was held in collaboration with the American Association for the Advancement of Science (AAAS) and the session was attended by both AAAS and NPA participants.

## Storrs Conference Presentation

I delivered a presentation at a conference held at the University of Connecticut in May 2007. This presentation is a more polished version of the material covered in Episode #2 of the podcast. It presents, in mathematical terms, the problem in Einstein’s 1905 derivation, points out the root cause, and briefly introduces the Model of Complete and Incomplete Coordinate Systems. Two versions are available for download; one as the stand-alone version and a second with audio annotation.

Presentation in PowerPoint Format

Storrs Conference Presentation (video – wmv format)