I HAVE GOOD NEWS

Han Erim

September 15, 2014

I Have Good News

I felt the need to add this section to the program because I have very good news that I must share with you. Since the launch of Alice Law Version 7, significant developments have taken place. I can now confidently say that we are very close to the Alice Law establishing its dominance in physics, because the experiment predicted by Alice Law is now feasible. Moreover, strong evidence has emerged indicating that the experiment will likely yield results in favor of Alice Law.

First, let me show you this evidence. Please take a look at the Doppler Shift equation below.

It was already known that the Doppler shift could be expressed with the wavelength change equation .

However, as we saw in the Alice Equation section of the program, .

In other words, the Doppler shift can also be expressed by using the distances between the frames:

Here, in this equation:

d₀: Distance between the frames at the moment the signal is emitted
d₁: Distance between the frames at the moment the signal arrives. (See Alice Equation)

So, the Alice Equation means this: If the two distances are equal, that is, if d₀ = d₁, then Doppler shift cannot occur. And if a Doppler shift is observed, then necessarily d₀ ≠ d₁, which means these two distances cannot be equal under any circumstances.

Now let’s take another look at the rotating disk case in the Alice Experiment. Today we know for certain that a Doppler shift will be observed when light is shone onto a rotating disk, because there are many experimental results supporting this. Therefore, there is no doubt that a Doppler shift will also be observed in the Alice Law experiment. However, if we think a bit more deeply, we’ll notice that the Alice Equation leads us to a very important conclusion. We can say: since we observe a Doppler shift when light hits a rotating disk, then it must be that d₀ ≠ d₁. This cannot happen unless the light changes its path. The light must deviate so that d₀ ≠ d₁ can occur and the Doppler shift can happen. BINGO, truly BINGO. OLEEEEY.

Until recently, I honestly didn’t realize that the logic behind the Alice Experiment could be expressed so simply. Discovering this has been truly amazing for me. Upon realizing it, I wanted to share it with you. I can now say with great confidence that the experiment will conclude in favor of Alice Law. Previously, I estimated the chance of this outcome at 60%. Now that chance has risen to 90% in my mind. The remaining 10% I consider to be a margin of error. While it still seems unlikely that the experiment would contradict Alice Law, we must remember that physics is always full of surprises.

The second good news I want to share with you concerns the feasibility of the experiment — that is, technological developments. Just a few years ago, I believed that conducting the Alice Experiment would be extremely difficult. But now, it has become feasible. In order to observe a measurable deviation, we needed a disk capable of spinning at very high speeds. Today, electric motors capable of reaching astonishing speeds of up to 1 million RPM have been developed — and this rotational speed was the biggest obstacle to the experiment. That obstacle has now been overcome. Another required component for the experiment was a laser source capable of precisely focusing light onto the rotating disk. Such devices have been available for a long time. My calculations show that a laser capable of focusing to a 20-micron diameter from a distance of 4 meters is sufficient for the experiment. In fact, with proper engineering, even better focus can be achieved from farther distances. Therefore, the two critical requirements for conducting the Alice Law Experiment — achieving sufficient rotational speed and precise light focusing — are now technologically possible. These developments have made it possible to carry out the Alice Law Experiment under laboratory conditions.

My God, I get excited just writing about it…

Now, what needs to be done is to conduct the Alice Law Experiment and observe with great care the point where the light strikes the disk. The outcome of this observation will place Alice Law at the heart of physics and establish the (c+v)(c−v) mathematics as dominant in Electromagnetic Theory and Relativity Theory.

I call on everyone to help ensure this important experiment is conducted as soon as possible.

IMPORTANT NOTES ABOUT THE EXPERIMENT

Can we detect the deflection of light in the Alice Law Experiment? The answer is YES. To demonstrate this, I’ve included the necessary calculations for the experiment here.

Let’s assume that the rotating disk to be used in the experiment has a radius of 50 mm, and the light is focused onto the disk from a distance of 4 meters. Because the disk will rotate at very high speed, a large moment of inertia will be generated. This inertia resists the increase in rotation speed. Considering this, let’s assume that a motor capable of 1 million RPM can only reach 500,000 RPM under these conditions.

Now, based on these assumptions, let’s start our calculations.

Motor rotation speed per minute: 500,000 RPM
Rotation speed per second: 500,000 / 60 = 8,333.33
Angle covered per second in degrees: 8,333.33 × 360 = 3,000,000 degrees
Let’s calculate the time it takes light to travel 4 meters:
Speed of light: 299,792,458 meters/second
Time for light to travel 4 meters (seconds): 4 / 299,792,458 = 1.33426E-08
How many degrees will the disk rotate during this time? Let’s find out:
Rotation in degrees: 3,000,000 × 1.33426E-08 = 0.040027691

Now let’s calculate how many millimeters a point on the edge of the disk will move in the direction of rotation during this time:
Edge displacement (mm): sin(0.040027691 × PI / 180) × 50 = 0.034930748
This corresponds to a distance of 34.93 microns.

We had previously established that we can focus laser light to a 20-micron spot from a distance of 4 meters. A shift of 34.93 microns in the focus point means the focal spot has shifted by 150%. This is measurable and proves the experiment is feasible. In conclusion, the Alice Law Experiment is a viable experiment. Its success depends on the rotation speed of the disk, the radius of the disk, and the distance from which the light is focused.

To give examples of companies capable of manufacturing motors that reach 1,000,000 RPM, I’m providing the links below:

CELEROTON
http://www.celeroton.com/

ATE SYSTEM DE
http://www.ate-system.de/

Why Does the Alice Law Experiment Confirm (c+v)(c−v) Mathematics?

Let’s assume for a moment that the Alice Law Experiment is conducted and that the light behaves as predicted by the law, changing direction. How would this confirm the existence of (c+v)(c−v) mathematics? Let’s now answer this question.

First, I must emphasize: in today’s Electromagnetic Theory and Relativity Theory, there is no definition stating that light directed toward a rotating disk should change its direction. These two theories do not include such a causal result. This situation is defined only in the (c+v)(c−v) mathematics described in the Alice Law.

(c+v)(c−v) mathematics explains in full detail how and why the Doppler Shift occurs, with all causes and consequences. From this transparency, the Alice Equation was derived. Accordingly, neither Electromagnetic Theory nor Relativity Theory possesses the insights offered by this equation.

Once we detect that the focus point shifts based on rotational speed, the next step is to measure the speed of the light directed toward the rotating disk directly.

For this purpose, we add two photo-detectors to the setup used in the experiment. We arrange the system so that light passes through the first photo-detector, reflects off the disk, and then reaches the second photo-detector. We will measure the time it takes for the light to cover this distance.

We repeat the time interval measurements while the disk is stationary, accelerating, and spinning at full speed. According to (c+v)(c−v) mathematics, the measured time interval should remain constant in all these conditions. If this is observed, it would mean that light can travel faster than c, and the existence of (c+v)(c−v) mathematics would be experimentally verified. This is because, while the time measured remains unchanged across different disk speeds, the distance traveled by the light changes. When the disk rotates slowly, the light travels a shorter distance; when the disk rotates faster, the light travels a longer distance.

The reason for the time interval remaining constant becomes clearer when examining the figure below. Let’s assume that a small red dot is placed on the disk. Consider a signal sent when this Red Dot is aligned with the light source’s target (line AB). The signal moves not according to the coordinate system of the light source, but according to that of the target — the Red Dot.

According to the Red Dot’s coordinate system, the signal moves along line A'B'. From the Red Dot’s perspective, the signal travels in a straight line at speed c. Thus, the signal travels the distance to the disk in t = A'B' / c. Since AB = A'B' under all conditions, the time it takes for the light to reach the disk is the same whether the disk is stationary or rotating at any speed.

On the other hand, the reflection angle of the light from the disk also remains unchanged, because the light travels along line A'B' in the coordinate system of its target — the Red Dot. The angles that lines AB and A'B' make with the disk are equal. Therefore, while the disk is rotating, the reflection angle of the light does not change, and in all cases, BC = B'C'. As a result, the time it takes for the light to travel from the disk to the detector after reflection also remains unchanged.

In conclusion, no matter how fast the disk rotates, the time interval we measure does not change. When we confirm this situation, we will have achieved experimental verification of (c+v)(c−v) mathematics.

How Can Light Know That Its Target Object Is in Motion?

How is it possible for an electromagnetic wave to use the coordinate system of its target and travel at speed c relative to that frame? There must, of course, be an explanation for this.

It is clear that the Alice Law Experiment is extremely important for the science of physics. The results obtained from this experiment will affect the general theory of physics and greatly contribute to our understanding. Therefore, scientists must take ownership of this experiment and focus on carrying it out. This is my sincere hope.

Undoubtedly, the idea that an electromagnetic wave uses its target's frame of reference and moves only relative to it at speed c is a matter that will occupy physics for a long time. I do not think this answer will come easily. I have shared my thoughts on this issue in the Alice Law Programs and on my website aliceinphysics.com.

Sincerely,
Han Erim