Experiment 3.10

Experimment 3.2

Experiment 3.1 (Trial 4)

Experiment 3.1 (Trial 3)

My experiments are proceeding well. It has been a process of elimination in the chase to amplify any lifting/torquing movement to see if it might generate lift. But already, having investigatively eliminated several possibilities, I am finding that a gradual trend of increasing amplification of the effect is becoming manifest. I hope to upload the videos in short order.

I think it really helped to do the previously series of experiments with the wheel spins (when the machine is viewed with the carriage positioned such that the two wheels appear to be on either side of the central axis of the machine) oriented in the same direction (i.e, both pointing to the left or the right). I have an intuitive feel for the machine and that helps with the experimentation.

So far I have discovered several interesting, counter-intuitive facts through my experimentation.I do not think you will find them in any Physics text book. To summarize the effects I have discovered in my experimentation in simple words:

1. The wheels mounted as they are in the relativistic machine experience an inward force when there of combination of:

a) Their spin: they are spinning (according the convention outlined above) with the spin of the wheel on the left pointing toward the central axis of the machine (or pointing away from the central axis of the machine) and the wheel on the right pointing toward the central axis of the machine (or pointing away from the central axis of the machine).

b) The carriage is also spun: the carriage holding the wheels is itself spun, with a torque that is sinusoidal and in the clockwise direction if the wheel spins are pointing in the outward direction (and in the counterclockwise direction if the wheel spins are pointing in the inward direction).

The force experienced by the wheels depends upon and is directly proportional to the spin angular velocity of the flywheels, their moment of inertia and the max value/time period of the sinuisoidal torque imposed on the carriage.

I have named this the Kidd Effect and it can be seen in this video.

2. When the wheel spins are oriented (according to the convention above) such that they both point right or left and a torque is imposed on the carriage (either clockwise or counter clockwise) such that it is sinusoidal in time (i.e., its amplitude vs time graph is a sinusoid), the higher the max value of the sinusoidal torque imposed, the lower the amount of rotation you will obtain from the wheels (for a given time period of the sinuisoid).

That is, as I increased the rate of change of torque, the resistance of the carriage to movement increased correspondingly - even compared to a situation where we impose constant torque whose amplitude is equal to the maximum value of sinuisoidal the torque.

I have documented the 'rim riding' behavior of such an orientation in the last minute of the Inductive Effect video. Click here to see that.

I have substantial evidence for energy drain both from the spinning wheels and the motor driving the carriage, more than can be justified through more than friction.

Experiment 3.1 (Trial 2)

Experiment 3.1:First experiment with hinges

Lattice Theory of SpaceTime

SpaceTime can be modeled as the progression of energy flow in an n-Dimensional lattice of angular momentum vector particles with interactions being allowed between all particles.

Introduction

Quantization of energy is the principle mathematical point of attack in Quantum Physics where the rules of quantization clarify that energy is delivered in discrete units. This discretization of energy is not unlike the discretization that must also be applied to spacetime, in order for Einstein's Theory of Relativity to become reconciled with Quantum Theory in the long run. In this paper, I will argue that a Lattice Model is suitable for this purpose. The advantages of a lattice model are numerous. For one, a lattice model is defined on a lattice, as opposed to a continuum of spacetime and therefore automatically imposes a discrete model on it. For another, lattice models of energy propagation can be solved for exact solutions, making them very suitable for the construction of experimentally verifiable predictions. Thirdly, lattice models allow for the presence of solitons and other wave packets of energy and momentum that could be used to represent matter accurately. In addition, it bears noting that both Quantum Chromo Dynamics (QCD) and Quantum Field Theory have strong links to well defined lattice models.

I will take the stand that the good fit of lattice models generally in describing both mechanical and electromagnetic phenomena indicates a deep theoretical connection between mechanical and electromagnetic events. I will present rudimentary proof that the likely analogue of the spacetime metric as defined in Einstein's Theory of Relativity in such a model is a lattice with equally spaced particles of equal mass with interactions between ALL particles. The elements that make up the lattice are assumed to be spin angular momentum vectors- whether of electrons or the spinning wheels of the relativistic machine they are elements of such a lattice. An electrical line with the same propagation properties as a spacetime lattice will be presented.

The energy flow properties of such a lattice will be analyzed with the assistance of the equivalent electrical line. In such a model, it can be shown that an inductively suspended flywheel is the equivalent of an inductor and that it is possible to envision a new type of flying machine which operates as a resonant LC circuit. I will show that one can analyze the behavior of the relativistic machine by identifying its the equivalent electrical loaded line and building analogies between the observed electromagnetic and mechanical behaviors.

I will present mathematical support for the argument that unlike in classical analogies between electromagnetic and mechanical effects, in which electromagnetic energy is associated with kinetic energy and electrostatic energy is associated with potential energy, the appropriate analogy for the spacetime lattice involves associating (charge with angular momentum IE.) electrostatic energy with kinetic energy and electromagnetic energy with potential energyt. I will demonstrate that such a model is a fully viable alternative to the classical one. I will then present my final argument by analyzing the elements of the Lagrangian of the Lattice involved and use wave theory to describe energy propagation. To summarize, if we can account for all phenomena, from the Newtonian to the relativistic, by defining a discretized lattice appropriate for the problem concerned, in accordance with a fixed set of rules, then such a Lattice Theory is a powerful way forward for the unification of Quantum and Relativistic parameters. (To be continued.)

Experiment Update
I have introduced a new modification to the relativistic machine after studying data from the earlier experiments namely, hinges which allow an additional degree of freedom to the spinning wheels. With the completion of this modification the relativistic machine is set to be engaged in flight mode. Testing will begin in a week.