So, go ahead and graph your treatise out there for all to see, sparky...
Hi, I'm supe. Who the Hell is Sparky?
Before we get to the math, I just want to point something out:
Yes I can demonstrate why the math, "the math (sic) does not compute."
Science claims to have all the math relative to gravity, the total mass of the solar system, the time of orbits, etc...etc...
First problem. Science rarely, if ever, claims to have "all" of anything, let alone "all the math."
You can only be accurate to a point. The level of accuracy we get from a given measurement is dependent upon how accurate our tools are. Becuase we can't create a tool yet with with an infinite level of accuracy, there's ALWAYS going to be some uncertainty. For this reason, science is constantly pushing the envelope in terms of how accurate and certain we can be. This is why, for instance, you'll see FE memes floating around comparing the distance of the sun as measured by different people over time. The assertion is that simply because there is ANY uncertainty, it means we're not even close to certain.
This is a bit like saying that both the pilot and the passengers of a plane are "flying." Really it's the pilot and co-pilot "flying" the plane, the rest of the passengers and crew are TRUSTING the pilots to KNOW how to fly - to be CERTAIN within a reasonable margin of error.
Anyway, just wanted to get that out of the way. It's a common misconception that science claims to have all the answers, and it seems like that's what you were driving at. It's a fallacy. Let's move on.
... yet cannot correctly plot the movement of the supposed Solar System throughout the galaxy.
Citation please. Where did you hear this, and just how uncertain are we really?
You want to know why it cannot?
Well, you're convinced that it can't, and if I'm mistaken, I want to be SHOWN that I'm mistaken, so I can stop being mistaken.
So I guess what I'm saying is, yes, I want to know why.
... Because as soon as they try and are asked to release the inputs used for the CGI rendering, they will be busted for the FRAUDS they are.
That is why.
What I asked you to do is to show me the maths, seeing as you objected to that specifically. What you just did is to begin talking about maths and then said "they won't release the formulas."
How do you know it's faulty if you yourself haven't even run the numbers? We can explore this further if you want, but for you to say it "does not compute" implies that you've taken the time to actually work out the formulae yourself and SEE that they don't compute.
What you said in the end wasn't an answer to "why does the maths not compute," it was an answer to "why totallackey thinks we can't even access the maths to begin with."
One last thing:
Translate that math to a sphere.
It's not a calculation for a sphere, it's a calculation for "drop height" along a single axis - the one you're STANDING ON when you face the horizon - perpendicular to the horizon. You need to understand what it is before you can ask me to do anything with it at all.
And yes, friend, I know that light bends when it passes through a medium. That’s why the foreword to the examples clearly states the assumption - because this equation doesn’t factor in the refraction of light.
Here are a few examples I worked out the other day.
EXAMPLES...
Example 1
Given values...
R = 3958.75 miles
d0 = 10 miles
h0 = 0.001136 mile (6 feet)
Objectives for Example 1...
- solve for d1
- solve for d2
- solve for h1
(d1)
d1 = sqrt.(h0^2 + 2Rh0)
... d1 = sqrt.(.001136^2 + (2(3958.75)).001136)
....... d1 = sqrt.(.000013 + (7917.5).001136)
........... d1 = sqrt.(.000013 + 8.99428)
............... d1 = sqrt.(8.994293)
................... d1 = 2.999049 miles
(d2)
d2 = d0 - d1
... d2 = 10 - 2.999049
....... d2 = 7.000951 miles
(h1)
h1 = sqrt.(d2^2 + R^2) - R
... h1 = sqrt.(7.000951^2 + 3958.75^2) - 3958.75
....... h1 = sqrt.(49.013315 + 15671701.5625) - 3958.75
........... h1 = sqrt.(15671750.575815) - 3958.75
............... h1 = 3958.756190 - 3958.75
................... h1 = 0.00619 mile (32.6832 feet)
(h1)
h1 = sqrt.((d0 - d1)^2 + R^2) - R
... h1 = sqrt.((10 - 2.999049)^2 + 3958.75^2) - 3958.75
....... h1 = sqrt.(7.000951^2 + 15671701.5625) - 3958.75
........... h1 = sqrt.(49.013315 + 15671701.5625) - 3958.75
............... h1 = sqrt.(15671750.575815) - 3958.75
................... h1 = 3958.756190 - 3958.75
....................... h1 = 0.00619 mile (32.6832 feet)
Conclusions for Example 1...
R = 3958.75 miles
d0 = 10 miles
d1 = 2.999049 miles
d2 = 7.000951 miles
h0 = 0.001136 mile (6 feet)
h1 = 0.00619 mile (32.6832 feet)
................................
................................
Example 2
Given values...
R = 3958.75 miles
d0 = 25 miles
d1 = 2.999049 miles (correlates with h0, remains the same)
h0 = 0.001136 mile (6 feet)
Objectives for Example 2...
- solve for d2
- solve for h1
(d2)
d2 = d0 - d1
... d2 = 25 - 2.999049
....... d2 = 22.000951 miles
(h1)
h1 = sqrt.(d2^2 + R^2) - R
... h1 = sqrt.(22.000951^2 + 3958.75^2) - 3958.75
....... h1 = sqrt.(484.041845 + 15671701.5625) - 3958.75
........... h1 = sqrt.(15672185.604345) - 3958.75
............... h1 = 3958.811135 - 3958.75
................... h1 = 0.061135 mile (322.7928 feet)
(h1)
h1 = sqrt.((d0 - d1)^2 + R^2) - R
... h1 = sqrt.((25 - 2.999049)^2 + 3958.75^2) - 3958.75
....... h1 = sqrt.(22.000951^2 + 15671701.5625) - 3958.75
........... h1 = sqrt.(484.041845 + 15671701.5625) - 3958.75
............... h1 = sqrt.(15672185.604345) - 3958.75
................... h1 = 3958.811135 - 3958.75
....................... h1 = 0.061135 mile (322.7928 feet)
Conclusions for Example 2...
R = 3958.75 miles
d0 = 25 miles
d1 = 2.999049 miles
d2 = 22.000951 miles
h0 = 0.001136 mile (6 feet)
h1 = 0.061135 mile (322.7928 feet)
................................
................................
Example 3
Given values...
R = 3958.75 miles
d0 = 25 miles
h0 = 0.009469 mile (50 feet)
Objectives for Example 3...
- solve for d1
- solve for d2
- solve for h1
(d1)
d1 = sqrt.(h0^2 + 2Rh0)
... d1 = sqrt.(.009469^2 + (2(3958.75)).009469)
....... d1 = sqrt.(0.00009 + (7917.5).009469)
.......... d1 = sqrt.(0.00009 + 74.970808)
............... d1 = sqrt.(74.970898)
................... d1 = 8.658574 miles
(d2)
d2 = d0 - d1
... d2 = 25 - 8.658574
....... d2 = 16.341426 miles
(h1)
h1 = sqrt.(d2^2 + R^2) - R
... h1 = sqrt.(16.341426^2 + 3958.75^2) - 3958.75
....... h1 = sqrt.(267.042204 + 15671701.5625) - 3958.75
........... h1 = sqrt.(15671968.604704) - 3958.75
............... h1 = 3958.783728 - 3958.75
................... h1 = 0.033728 mile (178.08384 feet)
(h1)
h1 = sqrt.((d0 - d1)^2 + R^2) - R
... h1 = sqrt.((25 - 8.658574)^2 + 3958.75^2) - 3958.75
....... h1 = sqrt.(16.341426^2 + 15671701.5625) - 3958.75
........... h1 = sqrt.(267.042204 + 15671701.5625) - 3958.75
............... h1 = sqrt.(15671968.604704) - 3958.75
................... h1 = 3958.783728 - 3958.75
....................... h1 = 0.033728 mile (178.08384 feet)
Conclusions for Example 3...
R = 3958.75 miles
d0 = 25 miles
d1 = 2.999049 miles
d2 = 16.341426 miles
h0 = 0.001136 mile (6 feet)
h1 = 0.033728 mile (178.08384 feet)
................................
................................
Example 4
Given values...
R = 3958.75 miles
d0 = 100 miles
h0 = 0.018939 mile (100 feet)
Objectives for Example 4...
- solve for d1
- solve for d2
- solve for h1
(d1)
d1 = sqrt.(h0^2 + 2Rh0)
... d1 = sqrt.(0.018939^2 + (2(3958.75))0.018939)
....... d1 = sqrt.(0.000359 + (7917.5)0.018939)
.......... d1 = sqrt.(0.000359 + 149.949533)
............... d1 = sqrt.(149.949892)
................... d1 = 12.245403 miles
(d2)
d2 = d0 - d1
... d2 = 100 - 12.245403
....... d2 = 87.754597 miles
(h1)
h1 = sqrt.(d2^2 + R^2) - R
... h1 = sqrt.(87.754597^2 + 3958.75^2) - 3958.75
....... h1 = sqrt.(7700.869295 + 15671701.5625) - 3958.75
........... h1 = sqrt.(15679402.431795) - 3958.75
............... h1 = 3959.722519 - 3958.75
................... h1 = 0.972519 mile (5134.90032 feet)
(h1)
h1 = sqrt.((d0 - d1)^2 + R^2) - R
... h1 = sqrt.((100 - 12.245403)^2 + 3958.75^2) - 3958.75
....... h1 = sqrt.(87.754597^2 + 15671701.5625) - 3958.75
........... h1 = sqrt.(7700.869295 + 15671701.5625) - 3958.75
............... h1 = sqrt.(15679402.431795) - 3958.75
................... h1 = 3959.722519 - 3958.75
....................... h1 = 0.972519 mile (5134.90032 feet)
Conclusions for Example 4...
R = 3958.75 miles
d0 = 100 miles
d1 = 12.245403 miles
d2 = 87.754597 miles
h0 = 0.001136 mile (6 feet)
h1 = 0.972519 mile (5134.90032 feet)
Have at it.