Contents |
| Introduction |
| Philosophy and Approach |
| Terms and Definitions |
| The Tools |
| Ohm's Law |
| New Wave Model |
| 1 Dimensional Simulations |
| 2 Dimensional Model |
| 2 Dimensional Simulations |
| 3 Dimensional Simulations |
| Missing Aether |
| wave particle duality |
| Nonlinear Models |
| 1 Dimensional Simulations |
| 2 Dimensional Simulations |
| 3 Dimensional Simulations |
| Unified forces |
| Gravity |
| Strong nuclear force |
| Week nuclear force |
| electromagnetism |
| light |
| time and relativity |
| Big bang |
The three dimensional adds a small complication. In our one dimensional model the wave traveled along the 'X' axis and we used the 'Y' axis to indicate the magnitude of the wave. In two dimensional models the wave travels along the 'X - Z' plane and we still have the 'Y' axis free to display the wave magnitude. But in our three dimensional model the 'Y' axis is no longer free for our use. So how do we display the wave magnitude? We could use color or little beads or something like that, but it wouldn't be very detailed and once you color a parcel or put a bead at it's coordinates it blocks our view of anything behind it.
I've included a 'swarm' video to demonstrate this point. It's not very satisfying.
To overcome this problem I've elected to take a slice thru the 3D field and display this sample the same way as a 3D model. 3D Basic Energy Transfer Once again we start with a simple sine wave to demonstrate the transfer of energy. This time in a three(3) dimensional space.
3D Impedance Mismatch Demonstrating the reflected and transferred waves due to impedance change.
3D Simple Race Track Follow a waveform over a long distance (1000 parcels).
3D Wave Trap Balancing gain and impedance to slow a wave.