What observed values? You just said there was none observed......
This would be a language problem... and for once not resulting due to our different languages.
When the wiki article says that some countries do not "observe" DST, it uses "observe" in the meaning of "to follow a law or rite", not in the sense of "to watch carefully" or "to take note of".
DST is a convenience. For example, the current usage of DST (or "Sommerzeit") in Germany was implemented in 1979. The USA uses its current system since 1966.
So, do you think that the sun did move differently in Germany and the USA between 1966 and 1979?
You say they don't correspond to the values the FE would need, but then many say they do......
Then I propose that these "many" provide their data. But somehow I doubt the can do that.
And these observations are quite easy.
Take a device that measures and displays periodic events. We call this a "clock".
Note the point when the sun is in a certain point in the sky. Noon is usually a good and distinguishable point. Wait until the sun is in the same point on its course again.
The time between these two points is called a "day"... or to distinguish it more clearly from the other usages of this term: a "solar day". It's length is 24 hours. It is based on the rotational period of the earth... or, on the Flat Earth, one complete orbit of the sun.
When you do these observations at different times of the year, the length of that "day" doesn't change in any significant way. It is always 24 hours.
You don't need faster watches in winter, or slower watches in summer. When you switch one watch to DST, and keep another one on standard time, they will still run at the same speed. They will just show different times... but so do watches in different time zones.
But the length of a day is always the same.
This is an observation that we can make.
Now to say that the "length of a day is always the same" isn't completely correct.
The length of a day does indeed change over the year. This is for two reasons: because the earth's orbit around the sun in not circular and because the axis of the earth is tilted on its orbit.
This difference in lengths of a solar day can of course also be studied and observed. Over a year, the maximum difference between a "real solar day" and the median 24 h/86400 sec solar day is
30 seconds.
So let's turn over to the Flat Earth. On the summer solstice, the sun makes a circle exactly over the Tropic of Cancer. This is its "northernmost" position, and its smallest orbit. On the winter solstice, it is above the Tropic of Capricorn, the "southernmost" and largest orbit.
On the Flat Earth, the Tropic of Cancer is about 0.6 times the circumference of the Tropic of Capricorn.
With a constant orbital velocity, a solar day in the northern summer would have to be 0.6 times the length of a solar day in northern winter.
So, on the Globe Earth, the variation of the length of a day is about 30 seconds. On the Flat Earth, it is almost 10 hours.
No, the source is not calculating electric field changes into the equation, just magnetic flux ability to cause circular orbits. notice the source used the assumption of a "constant" velocity...... in order for the magnetic field to increase, the electric field must increase.....
That's why I asked you to include the electric field and its properties into your model.
What you are doing now is again just handwaving. Your old model does not work, so you just say "electric field" and assume that solves your problems.
But does it? What would that electric field have to look like to give the results you need? How would it behave?
Can we find observations to back up this model?
Here the answer is again: no.
In order to provide a periodic acceleration and decceleration of the orbiting sun, you need a rotating electrical field on the orbital plane. This alone contradicts the observed electrical field of the earth.
No, no, it would be shorter in winter as the orbit is further away from the northern hemisphere, giving less light to that region, it varies from one orbit to the other, it is not a constant circular orbit throughout the year, hence two equinoxes every year as it crosses in an elliptical orbit from one area to the next. FE draw it circular for simplicity, not because it portrays the reality. Just as we model the planets rotation as circular. Not to match reality, but as an illustration for simplicity.
And again you confuse your concepts. The "day" that I am talking about is the solar day... the rotational period of the earth (or, on the Flat Earth, the orbital period of the sun). This doesn't get shorter in (northern) winter. Only the "Light day"... the period of light vs. the period of darkness we call "night"... does get shorter.
I'm not the one that draws circular orbits for our planets, but understands that is not reality, yet tries to hold FE to circular orbits because that is what they drew for representation, even if they understand it is not reality.....
Well, I don't either. I just follow the examples you provided. The problem with angular and orbital velocity does not go away when you use eliptical orbits... just the math to describe the problem gets more complicated.
Very simple, show an example of a reflection from a flat mirror then one from a convex mirror of light. Now if the ocean is convex, then it's reflection should match that of a convex mirror and not the flat mirror...
I dare say that you ignore the scale of the whole system again, but, yes, basically you are correct.
Now how do you propose to set up an experiment to test this?
"Suppose that the particle moves, in an anti-clockwise manner, with constant speed v "
So the supposition assumes velocity does not change or the angular frequency will also change...... Simplicity. Things are done to simplify the math to get the point across. As orbits are simplified to circles to get the point across.......
That's why I asked you to include the electric field into your model.
And hence for simplicity they "assumed the particle traveled with a constant velocity v. In reality we know nothing travels with a constant velocity. if the magnetic field strength changes, the electric field strength changes, therefore the velocity changes....... therefore the angular velocity, does what? Change?????
Stop assuming math that is simplified to get a point across is the entire situation...... it is simplified to a constant velocity v, because a changing velocity v would make it incredibly difficult to solve, and would not illustrate the point trying to be made....... without a person needing to take 20 pages to explain it.....
We talk of the earth traveling around the sun at a velocity of 70,000 mph. But in reality we know this is not a constant speed, but we solve for the equation as if it was a constant speed.....
What you said before wasn't "simplified"... it was just false.
Yes, I will gladly grant you that the mathematics needed to describe the model that you imply - a sun orbiting over the earth in a spiral orbit, due to a cyclically changing magnetic and electric field - is a lot more complex.
But you can make some simple statements about such a system:
1. A charged particle in an electric field is accelerated in the direction of the field lines.
2. Thus, to get an acceleration on the orbital plane, the electric field must be parallel to the orbital plane.
3. A charged moving particle (for example one on a circular path due to a magnetic field) in an electric field will still be accelerated in the direction of the field lines. If the vector of movement is not parallel to the field lines, this will result in a curved path.
4. The observed path data of the sun do not conform with the assumption of a directionally constant electric field. Such would result in a difference of speed of the sun over a day... that is, the "light day" would be of different length in different longitudes.
5. Thus, this solar-orbit-parallel electric field has to rotate in sync with the sun.
Such a field isn't observed and there exist no theoretical models to explain its existence.
This model doesn't explain the real observations.