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originally posted by: 2timesOO
a reply to: onebigmonkey
If you have a random event, probability is defined as the ratio between the number of an observed value divided by the size of the sample (the greater the size of the sample, the smaller is the error associated to that probability).
The postulate is that it's a random event. My next post on this will be to show that it's a random event and that the odds associated with that event are very, very, very, low.
originally posted by: onebigmonkey
While I agree that the larger the sample size the lower the probability that your results are due to chance, I don't think this is what your numbers are measuring. You are comparing the surface areas of different size spheres - in what way is this demonstrating that the SLA panel was not the object observed by the Apollo 11 crew?
originally posted by: 2timesOO
a reply to: Phage
Well, a man of science must accept when an observation, or the representation of the observation through a sound physical model, don't fit its previous knowledge, and seek for a new set of tools that explains that observation. Well I believe he saw something, I don't know what, but with a pretty basic use of trigonometry and some very solid physical concepts, I can show what he didn't see (or the odds associated with what he claims he saw).
The funny thing, and I wouldn't expect this from people with any formation in the science fields (just joking ... people are people), that people with a science background can use science to discredit any observation of an unknown aerial phenomena, many times in a bias and ridiculous way, and feel offended when a scientific aproach is used to show that the main stream theory on a subject is completely bogus.
originally posted by: 2timesOO
... If you don't grasp this ... you have a serious problem.
Now, what my numbers show is that the probability of an SLA panel to be a non-flashing object, observed for a long period of time from the spacecraft, have a very low probability.
originally posted by: JimOberg
originally posted by: 2timesOO
... If you don't grasp this ... you have a serious problem.
What I do grasp is that you rarely if ever have watched Earth satellites at dawn/dusk, including flat panels such as solar wings, which despite your equations are visible at much broader aspect angles than just narrow specular reflecting beams.
originally posted by: 2timesOO
a reply to: DJW001
That was not the postulate (the postulate was the best observation scenario). What you are saying actually decreases the odds that it was the panel ... but you didn't know that that would be the case, did you?
originally posted by: 2timesOO
....
My last contribution for the knowledge stock in ATS: you can see the satellites in low Earth orbit and still conserve the rules of reflection, not because of direct sunlight reflecting from the surfaces of the satellites, but because these satellites are literally taking a bath in sunlight from all directions reflected by Earth (clouds, sea, etc.), and they will reflect back to Earth, conserving the rules of reflection, in a very broad area. Only at a much higher altitudes the beams of light reflected from Earth, will reach the surface of a satellite only from a single direction (the Earth direction), and the odds are very low (depending on the orientation of the surface), that they will be beamed back to Earth and seen by someone.
The magical thing of this is that you can do your own calculations: search for the Earth albedo, refresh your trigonometry ... you know, its funny to make your own conclusions.
Best regards to all ...
originally posted by: 2timesOO
Postulates
1. Let's agree that the convex reflective surface has an albedo of 0.8 and the concave surface of 0.1.
2. Let's agree that there is no diffuse light in space. This means that the sun light is reflected by the object and strikes directly the eye of the observer, or the object will not be seen.
3. Let's agree that visible light (visible spectrum) corresponds to 40% of the total irradiance of the sun.
4. Lets agree that the position of the object in relation to the observer is a random event (the reflecting surfaces could be facing any direction).