Lift-Off


This is a progress report on the construction of the apparatus for the Fiber-Optic Michelson-Morley Experiment (FOMMX). The first phase is mechanical, to be followed by electrical, data-taking computer, software, communications, laser/optical fiber phases.

This strictly mechanical phase is perhaps 80% complete. The completed assemblies are shown in the photograph and described below. The main assembly that is not yet done is the motor support frame.

FOMMX Mechanical subsystem requirements:
  1. Provide mechanical support for two 5 meter lengths of optical fiber. Each length is called an arm. The two arms are to be set perpendicular to each other in a horizontal plane.
  2. The arms must rotate in a horizontal plane.
  3. The arms must be positioned near the ceiling, rotating, while taking data. They must be positioned at or a few feet above the floor for initial construction and later maintenance. 


The hub has both arms in place. It is temporarily hanging from the top of the stator.

FOMMX components in the picture:
  1. The optical fibers of the arms will be immediately contained in clear plastic trays about an inch wide. The trays will be slid into the clear 4" diameter clear acrylic tubes. Clear tubes are used to enable anyone to see the optical fiber without dismantling the arms.
  2. Each acrylic tube is supported by an aluminum frame made of four 1" x 2" x 6' extrusions manufactured by 8020.net. These acrylic tubes are attached to the aluminum frames by cords.
  3. The two arm frames are attached to the hub, which is 9" square and 30" high and made from 1" x 1" extrusions. The hub holds the arms perpendicular to each other.
  4. Not yet completed is a servo motor assembly that will fit above the hub and that will cause the hub and arms to rotate at more or less 4 RPM in a horizontal plane.
  5. The height of the assembly will be set near the floor or near the ceiling by an electric hoist mounted in the ceiling.
  6. The hoist is out of the picture but two lines hoist are visible in the picture above two pulleys in the top of the assembly. The 1/8" steel cable leaves the hoist, goes down to the pulley unit, across the pulley unit, then up to an "anchor" in the ceiling. The pulley unit is the top of the stator. The top of the stator will connect to the motor unit when the latter is complete and the motor will connect via a shaft to the hub.
This is the first time that all of the assemblies that have been built have been lifted in the intended manner by the hoist. In this picture, the hub is a foot off the floor, although not immediately apparent. It is directly above the brown piece of cardboard. Thus the post title "Lift-Off". (No rocket engines have been fired in this process.)

The Hub Assembly is Built.

Here is the drawing that I prepared for this assembly and the physical result. The beams are aluminum extrusions from 8020.net . The beams have "T"-slots on each face to enable the beams to be connected to each other or to something else. The corner connectors and hardware are also from 8020. The weight is 9.4 pounds.



Overview of the Fiber-Optic Michelson-Morley Experiment (FOMMX)

According to the Ether Theory of the 1800's, the motion of a hypothesized medium called Ether past the Earth affects the speed of light. In 1887 an experiment was done that shocked physicists because it was inconsistent with the Ether Theory, the dominant theory of that time. It is called the Michelson-Morley (M-M) Experiment.

Following this experimental rejection of the Ether Theory, relativity theories were developed to explain the 1887 M-M results. Beginning at the same time, M-M experiments were performed with various modifications. Almost all experimental results were consistent with relativity. Mainstream physicists would say that all valid experiments are consistent with relativity. By 1920, Relativity theory was generally accepted and Ether theory was discredited.

Based upon 100 years of such experimentation, I have identified two parameters that unexpectedly affect the M-M results. These parameters are characteristics of the light path within the apparatus of the M-M experiment.
  1. The Mass Density: Vacuum results are consistent with relativity; dense materials are generally not consistent.
  2. The Extent of the Light Path: Small light path results are consistent with special relativity; long light paths are generally not consistent with relativity.
The extent of the light path is defined here as maximum distance from one point in the light path to another. The extent is the distance through space, not the length along the light path. Conventional Michelson-Morley experiments used mirrors to cause the light path to retrace itself and multiply the small interferometric effect by the number of traces. That principle is useful and still applies here. Note that a light path with two traces has the same total length as one with a single trace twice as long, while  the extent of the latter is twice that of the former. The geometric extent can be thought of as sensitivity.

I am preparing to test these conjectures by performing an experiment that is a variant of the Michelson-Morley experiment.

The objective of this experiment is to test the combination of mass density and light path extent most likely to contradict relativity in the M-M experiment.  Based on the above observations, this would have a dense material in the light path and a light path with a large extent.

This combination of parameters can be achieved by using optical fiber rather than the mirrors used in earlier M-M experiments.
  1. The core of an optical fiber, where the light travels, is typically glass. The mass density of glass is far larger than that of a lab vacuum or ambient air, which were used in most earlier M-M experiments.
  2. Optical fiber enables long light paths to be formed that are more immune to thermal and mechanical variations than mirror systems.
In addition, fiber optic systems do not require the demanding alignment process that is required by mirror systems. Finally, the fiber optic approach is far less expensive than the mirror approach. See: Component Cost for Experimental Apparatus.

This experiment does employ a fiber optic light path, as described. The straight arm length is 16 feet.  I call it a Fiber-Optic Michelson-Morley Experiment (FOMMX).

For more detail on the above argument, see FOMMX Grant Proposal to NSF.
For a full mainstream description of the Michelson-Morley experiment, see the Wikipedia.

...sz

Installing the Hoist

The Fiber Optic Michelson-Morley sensor is two “arms”, or straight lengths, of optical fiber. These will each be 14' long and set perpendicular to one another in a horizontal plane. These arms will rotate as a unit in the horizontal plane when operating.

The purpose of the hoist is to lower the interferometer for maintenance (and initially, construction) at floor level and raise it to the ceiling for collecting data. This has the side-benefit of clearing the the floor area for general use while collecting data, which will be almost all of the time.

Installing the hoist in the lab. The hoist installed and ready for action.

This marks the beginning of construction of the FOMMX apparatus.

The Structure of the FOMMX Apparatus

The apparatus of a Michelson-Morley experiment measures the instantaneous difference in the speed of light in two perpendicular directions and repeats this measurement over a variety of orientations. These results are combined to show the velocity of a presumed ether through the solar system.

The general approach is to direct light along two perpendicular arms and interferometrically measure the difference in speeds between the light-paths in the arms. The arms are horizontal and rotate about a vertical axis a few times a minute. The horizontal plane of rotation sweeps through a large portion of the sky each day. These rotations provide the variety of orientations needed for calculations.

The sense element of the arms is an optical fiber which lies in a tray, which in turn lies in a clear acrylic tube 3 inches diameter. The straight length, end to end, of the fiber is about 16 feet, a bit longer than the straight light path of Dayton Miller's apparatus. One arm includes two 8 foot lengths of tube joined to the hub. The sixteen foot arm's tubes are supported by beams that are aluminum extrusions. The rotation of the arms is driven by a servo-motor attached to the ceiling of the lab. The motor-shaft is connected to the hub.

The hub holds a number of components in addition to the two 16 foot arms. This includes a DFB diode laser, two photodetectors, a data logging computer, and fiber optic components. The components that produce heat are placed above fiber components to avoid potential thermal variations in the fiber that might affect the interferometric signal.

Component Cost for Experimental Apparatus (3/2/18)

I have just completed a detailed design of the apparatus, not yet fully documented. This was a grueling quick-study of diode lasers and optical fiber as applied to commercial products for laboratories. The analysis includes detailed component costs to set up the apparatus and begin collecting data and is estimated at $7,317.15. Plus or minus. Probably plus.

Update 8/15/18: The estimate is now about $8,500.

2011 Nobel Prize in Chemistry awarded for Quasicrystals

The 2011 Nobel Prize in Chemistry was awarded for the discovery, in 1982, of Quasicrystals.

Normal crystals have a periodic structure in 3D space. This means that if the crystal lattice was translated without rotation, so that one point of the moved lattice line was aligned with the position of a corresponding point of the old position, then every point of the new lattice would line up with some point of the old position. Quasicrystals have a non-periodic structure in 3D. This means that the stated condition is not true for the Quasicrystal. 

A standard method of analyzing crystals involved bouncing electrons off of them and studying the resultant patterns. Such patterns did not result from bouncing electrons off of glass or liquids, only off of crystals. When this procedure was applied to Quasicrystals, it revealed sharp points characteristic of crystals.

Quasicrystals produce patterns of sharp points, as crystals do, but the symmetry of these points is forbidden in 3D space.
A "six-dimensional cubic lattice" can be projected onto a three-dimensional Euclidean space so that the lattice points coincide with those of a Quasicrystal. (See en.wikipedia.org/wiki/Quasicrystal and search for "six-dimensional") 

Mainstream physicists do not attach any physical significance to this mathematical fact since our space is considered to be three-dimensional (or four-dimensional if relativistic space-time is considered). The six-dimensional Euclidean space has no connection to string theory or any other theory known to me.

In my own theory, the mathematical fact of projection from six to three Euclidean dimensions is simply the physical arrangement of atomic centers in six dimensions. My theory is called A Unified Field Theory in 6 Spatial Dimensions (UFT6). It was conceived before Quasicrystals were discovered. 

I consider Quasicrystals to be evidence in favor of a 6D space, and of UFT6. Such evidence, of course, is not proof that 6D space exists. But it is dramatically simpler than the lengths one must go to to explain Quasicrystals in only three dimensions.

(This post was updated and moved on 11/6/2014. -sz)
(Updated 2/21/2018. -sz}