I have completely destroyed this.
Rubbish! What I have been saying all along and you have never even attempted to refute is that the known sun elevations,
do not give a consistent height for the sun on a flat earth but
do fit a Globe earth and a very distant sun.
This method cannot ever give the actual distance to the sun on the
Heliocentric Globe.
The sun is simply too far away, making the parallax too small to measure even with modern instruments.
So, let's review what you have claimed and "your method".
You could never "make" a 30,000 mile high sun or a 1,000 mile high sun using the same variables in such a simple formula consistently. It's over.
No, it's not over till the fat lady sings, and she hasn't been around for a long while.
Where did a "30,000 mile high sun or a 1,000 mile high sun" come from?
Your first reply dismissed all my post with
The problem is Rab's 89.06°. This may not look like a big deal, but it is, considering we're calculating tangent based on 90° right triangle.
So the formula is
tan0 = opp/adj = y/x or
xtan = (opp) = adj(tan(angle)) = result
Well, your crap about "Rab's 89.06°"
was totally wrong! There never was any numeric problem.Then you go fitting locations with latitudes from 23.2° to 75.4° and sun elevations down to only about 38° - big deal.
The problems only really start when you get much over 45°.
Then you claim:
. . . . . . . . .
So as you approach 45° elevation, the discrepancy is *the least* pronounced and you arrive very close to the claimed height of 4828 km. The difference between my points and Rab's is his go N/S which shows more of the discrepancy. Mine is just N, so you can see how the numbers fall in line with what we would expect on FE, using this information.
Whether you go north or south makes no difference at all!
The only significant point is that the
flat earth method for calculating sun height only works at a sun elevation of 45° and so is a useless method!As you get further north, even to the North Pole the numbers
simply do not fall in line with what we would expect on FE.At the North Pole the sun's elevation at the equinox is close to zero -
0.6° in my data and you totally ignore that. Then have you come up with the totally meaningless post.
It's over....Find me a perfect 90 degree overhead sun someplace and then we'll talk, otherwise the data proves the flat earth sun works just fine.
As far as your globe earth sun, it's distance has changed many times over the years, by millions of miles LOL!!!
TRY AGAIN
The is no need for any perfect 90° overhead sun.
Just use the correct formula given by myself, JackBlack and in "the Wiki".So you were just making excuses again.
Then we get to your pure
fudging the numbers!
The flat earth sun is roughly 3000 miles or 4828 kilometers above the earth.
No,
Mr Silicon,
you cannot do that! When you are making a measurement it is dishonest to start with the answer you want.
So in line with what is described above, you must adjust the elevation angle to compensate for not basing your calculations on a 90 degree sun. I have created a very simple formula for this situation that adjusts for this. Nothing in this world is 100% accurate but this is very close considering...
So no, there is no need to "compensate for not basing your calculations on a 90 degree sun". What an unbiased person person does is to use the correct formula! And I,
JackBlack and "the Wiki" all gave you that correct formula
You do not need any correction all you need to do is use the correct equation.
And if you bothered to read my post, I wrote The tangent of my "89.06°" only appears as 1/tan(A2) which approaches zero as A2 approaches 90°.
My calculation is: h = d/(1/tan(A1) + 1/tan(A2)) (watch the signs of the angles) as in "the Wiki": Eratosthenes on Distance of the Sun, AN ALTERNATIVE MODEL
But pig-headed
Mr Silicon ignores everything he is told.
.
In Excel you would just enter the following:
=(((ATAN(DEGREES((Non Adjusted Elevation Angle))))/Non Adjusted Height)*Distance)*10
This will give you the angle of adjustment necessary. Now, for angles below 45 degrees you add the adjustment, and for angles above 45 degrees you subtract. Also you do not need to multiply by 10 for angles less than 45 degrees.
That is your fudge. You start knowing you have to force your numbers to be close to the flat earth answer!
But what an inane fiddle with
"Now, for angles below 45° you add the adjustment, and for angles above 45° you subtract."
Can I frame that for posterity? I'll label it
Fudging the numbers FE style 101.
There is no "fudging of maths" You know it, Jackass knows it, and everyone here knows it.
Oh, yes there is a clear fudge!
So I know that you have been "fudging the maths" to force the measurements to come out the way you think that they should!
JackBlack know that you have been "fudging the maths"[/i] and by now
everyone here knows that you have been "fudging the maths"[/i].
So stop the squirming, wriggling and excuse making - just admit that there is no justification for claiming that the sun's height is 5000 km (that is what 45° gives you).
Now, there is more to this but it takes time to get a handle on it.
Yes it might take you "time to get a handle on" the fact that you are totally and provably wrong!
In the mean time, watch this recently released video. What we have debated here is probably only scratching the surface....try to wait out the music, its worth it.
I'm not going to waste my time on purely imaginary crap like that!
The first 8 minutes, and probably more, are wasted telling us simple things that we already knew and fit perfectly with the Globe model and a very distant sun, as I have been claiming all along.
At 10:20 he claims that
crepuscular rays prove that the sun is just above the clouds.
If that's his level of understanding of perspective, I don't have the time to waste - unless I get tired of watching the grass grow.
The idea of the sun's being "just above the clouds" is just as idiotic under the flat earth model as it is for the globe.
Ever heard of aircraft colliding with the sun? - don't answer that as there is a flat earth video that
claims a plane flew out of the sun! Nobody can say that we don't get our fill of fantasy here!