I do not know the nature of the "direct computation," but I would bet that it is based on the radius of the moon's orbit increasing at a constant rate. Not obviously a good assumption; an article from Cornell University (which has a scientific reputation at least as distinguished as that of AIG) notes,Finally, there is a long-term secular (non-periodic) slowing in the earth's rotation caused by the tidal interaction of the earth and moon. As the earth slows its rotation, the moon spirals away from the earth. Therefore, in the past the earth spun more rapidly and the moon was much closer to the earth. Direct computation shows that the earth and moon would have been in contact about 1.3 billion years ago. Even a billion years ago the moon would have been so close to the earth that tides would have been a mile high. No one--including those who believe that the earth is far older than a billion years--thinks that tides were ever that high or that the moon and the earth touched a little more than a billion years ago. However, since the earth and moon are only thousands of years old as the Bible clearly indicates, the long-term change in the earth-moon system is no problem. Indeed, what we see in the interaction between the earth and moon offers powerful evidence that the earth and moon are young.
Worse, look at Dr. Faulkner's statement that "the earth and moon would have been in contact about 1.3 billion years ago." An absolutely remarkable statement from a person who purports to have a PhD in physics and astronomy! Has he never heard of Roche's limit? Roche's limit is the smallest radius that a large satellite can maintain without being torn apart by tidal forces caused by the gravitational field of the main planet. According to NASA, Roche's limit for the Moon is about 20 000 km, so I can assure Dr. Faulkner that the Earth and the Moon have never been in contact – not 1.3 billion years ago, not ever. When the Moon was formed, it had to have been formed outside Roche's limit, and then it drifted away from the Earth at a rate that is not a constant and therefore not amenable to simple calculations. Modern astronomy is not threatened, and the Earth is not young.The exact rate of the Moon's movement away from Earth has varied a lot over time. It depends both on the distance between the Earth and the Moon, and the exact shape of the Earth. The details of continents and oceans moving around on Earth actually change the rate, which make it a very hard thing to estimate. The rate is currently slowing down slightly, ....
76 Comments
richard09 · 27 June 2015
Phew. That's a relief.
Scott F · 27 June 2015
Talk Origins has a full refutation here, with lots of references to primary sources. This isn't a "new" argument. Creationists just keep repeating the same ol' same ol', and expect people not to notice.
BTW, the Faulkner link isn't working.
Scott F · 27 June 2015
Henry J · 27 June 2015
I've read that the moon being so close is what killed the dinosaurs. The taller ones that didn't duck quick enough, anyway.
Scott F · 27 June 2015
theorydogma.Scott F · 27 June 2015
Mike Elzinga · 27 June 2015
ID/creationists have obviously learned how to slip through the cracks in being held accountable for their misconceptions when getting their "educations." Either that or they are deliberately abusing their credentials to pull up the ladder of education behind them and let youngsters flounder in the sea of junk science they shower down upon the unlucky ones who come under their influence. AiG and the ICR are the oldest and most abusive in this regard.
The "physicists" among ID/creationists are among the stupidest examples of being purveyors of sheer bullshit; Jason Lisle being one of the worst. They bollix up the most basic concepts so badly that one has to wonder why they never got caught by their advisors in graduate school. The only reason that I can think of for how they get away with it is that they manage to exploit overextend advisors by taking on the routine grunt work on team projects.
The business of research is filled with a tremendous amount of paperwork and proposal writing in order to keep grant money flowing to support ongoing research and graduate students. Principle investigators also have to travel and communicate their work to others. Departmental obligations take up more time.
I have a hunch that most of these crackpot creationists like Lisle and Faulkner kept their heads down and managed to slip into an easy ride compared to the other members of the research teams who carried most of the work and contributed to the more fundamental aspects of the research.
Education does have to allow for some "slop" in what people learn; just getting a PhD doesn't mean one's education is finished by any stretch of the imagination. Getting through a good research program can be both an exhilarating and humbling experience. You began to understand just how much you still have to learn; but you should have developed the ability to chart your future course.
But ID/creationists, as soon as they get those letters after their names, tend to pass themselves off as seasoned researchers at the top of their game. They then settle into their sectarian subcultures as celebrities and superstars with young people hanging on their every word of "advice." However, not one of them can articulate a research program and compete for peer-reviewed funding on their own; they have no clue.
Bobsie · 27 June 2015
Matt Young · 27 June 2015
Don Luigi · 28 June 2015
Kent Hovind also says in one of his videos that the moon and earth were within touching distance of each other once upon a long time ago
Mike Elzinga · 28 June 2015
Joe Felsenstein · 28 June 2015
harold · 28 June 2015
Dave Lovell · 28 June 2015
harold · 28 June 2015
DS · 28 June 2015
A scientist who ignores the evidence is a jerk.
A scientist who ignores a scientific consensus is a jerk.
A scientist who places his own religious preconceptions before the truth is a jerk.
A scientist who uses his scientific credentials to promote his unscientific religious agenda is a jerk.
Anyone who does these things is generally a jerk, but a trained scientist really has no excuse for such behavior.
Henry J · 28 June 2015
Matt Young · 28 June 2015
Dave Persuitte · 28 June 2015
I am not a physicist, but it seems to me I have not seen a particular resolution to the problem concerning the changing length of the earth's day over time in relation to the moon's changing orbit.
The moon is orbiting the earth in the some direction that the earth is rotating. Currently the moon's orbit of the earth takes 27 days. At some time in the past, let's say when the moon was half the distance it is now, the moon would be traveling a much smaller distance in its orbit, and because it was much closer then than it is now and subject to a great gravitation pull from the earth, it would have been orbiting the earth at a much greater velocity. I think, without doing the math, that the moon would be orbiting the earth eight times faster than it is now.
In any case, because the moon would be moving in its orbit much faster than it is now, the tides on the earth would have been fewer over a given period of time. Extending this further, if the moon would be even closer so that its orbit matched the rotation of the earth it would be geosynchronous and there would be just one non-moving tide directly under it on the earth.
The point I am making is that when the moon was a lot closer at some point there would have been only a few tides per year. Of course the tides would have been enormously high because of the moon's closeness, and consequently the tidal drag would have been considerably greater, but that should be balanced out by the fewer tides, and also that the tides would be much slower than they are now.
It seems to me that, because of the above, the net tidal effect over time, even billions of years ago, would not be much different than it is now, and the movement of the moon away from the earth would not be much different from what it is now. That means 4.5 billion years ago the moon would have been 163,843 miles from the earth. Even if my figures are off by quite a bit, there should still be a lot of room for the accepted age for the earth/moon system.
If I am not figuring this out correctly, could someone explain why.
Matt Young · 28 June 2015
I just looked up geosynchronous orbit -- its radius is around 36 000 km, above Roche's limit of 20 000 km. I do not know whether there would be tides or not, because the orbit of the moon is not equatorial, and the moon would be mighty close to the earth.
I think that the moon would still drift outward, because tidal friction is tidal friction, unless atmospheric friction would drag it inward. Atmospheric friction is what causes artificial satellites to crash; they are not subject to Roche's limit because they are too small and not held together by gravity. But maybe someone more knowledgeable can attack that question.
Matt Young · 28 June 2015
Mr. Persuitte and I crossed in the mail. He is on the right track, but his numbers are wrong. The orbital period is proportional to the 3/2 power of the radius, not the cube. (There would actually be 2 tides, one toward the moon, and one on the other side of the earth, but that does not affect the conclusion. Galileo, I think, made the same mistake.) Additionally, a geosynchronous orbit is not the same as a geostationary orbit, and the moon would not be in a geostationary orbit. As a believer in experiential learning, I suggest that he go back and rework the problem.
Dave Persuitte · 28 June 2015
Matt, thanks for the response. As I said, I am not a physicist, and I don't feel qualified to do the math. The point I am making is, basically, back in deep time, the moon would have been closer to the earth and consequently orbiting the earth much faster. As a result there would have been fewer tides per year than now, and considerably fewer and slower the further back in time. The question is how high would the tides have been and what would have been the net effect in slowing down the earth. Also, would this scenario limit how close the moon could ever have been to the earth?
Mike Elzinga · 28 June 2015
Mike Elzinga · 28 June 2015
John Harshman · 28 June 2015
Sure, all things being equal, a moon with a shorter orbital period would cause fewer tides. But If the moon were in a closer orbit, the day would be shorter, and there would be more tides per unit time, not fewer. And of course the geosynchronous orbit would be closer than it is now. Of course that depends on the balance between rotational and orbital periods.
TomS · 28 June 2015
I am not a scientist, but it seems to me that the "eyewitness" evidence we have is that which goes back to Roman, Greek and Babylonian calendars. Back to 2500 years ago, the rotation of the Earth and revolution of the Moon were recorded as being pretty much the same as they are today. A month was close to 29.5 days, and a year was close to 365.25 days. This last was observed to be within one tenth of one percent of today's value (less than .25/365.25). Are these observations consistent with the YEC theory of the Moon's orbit?
I understand it's better than that, for the timing of ancient eclipses provides more precision.
ashleyhr · 28 June 2015
As has been pointed out before, articles such as this one on moon recession invoke the uniformitarianism that YECs claim to reject in a context where uniformitarianism does NOT apply.
Also, I believe the planetary collision that formed the moon happened when Earth was still molten and BEFORE it had oceans. Something liars at AiG fail to discuss, let alone refute.
ashleyhr · 28 June 2015
I believe that very ancient corals (much much older than 6,000 years) 'point' to when - with the moon closer - Earth spun somewhat faster and a year contained around 400 days.
(The YEC 'theory' is that the moon was formed entirely separately from Earth a la Genesis 1 and the two were NEVER either in direct contact or in very close proximity - thus if you say the moon was at (almost but not quite) the same distance from Earth at 4,000 BC ie a little closer they would just 'shrug' and insist that this still does not prove an ancient solar system.
PS Found this: http://www.scientificamerican.com/article/earth-rotation-summer-solstice/)
Mike Elzinga · 28 June 2015
Dave Persuitte · 28 June 2015
John Harshman, thanks for your comments. I realize the earth would have been rotating faster way back then, but it would not have been so much faster to have the effect you stated. "If the moon were in a closer orbit, the day would be shorter, and there would be more tides per unit time, not fewer."
The tidal effect on the recession rate of the moon is greater than its effect on slowing the earth's rotation. That is because the earth weighs so much more than the moon.
Your argument totally ignores how much faster the orbital speed of the moon would have been then. The faster rotational speed of the earth would certainly have added a few more tides, but not nearly as many as to make up for the far fewer tides as a result of the greatly increased orbital speed of the moon.
You even refuted your own argument when you said, "And of course the geosynchronous orbit would be closer than it is now." The closer the moon is to being in a geosynchronous orbit, the number of moving tides would be closer to approaching zero.
How then, could the number of tides be more per unit time when the moon is closer?
W. H. Heydt · 28 June 2015
Don't forget that the Earth also has tides from the Sun as well as from the Moon.
TomS · 28 June 2015
Dave Persuitte · 29 June 2015
Dave Persuitte · 29 June 2015
John, I was new to making comments here, so my comment to your posting ended up down the line. Please look there.
paulc_mv · 29 June 2015
John Harshman · 29 June 2015
TomS · 29 June 2015
Dave Persuitte · 29 June 2015
Ignoring solar tides, there are two high tides per lunar day, and they occur 12 hours and 25 minutes apart. That means there are currently about 705 high tides per year.
As one goes deeper and deeper in the past, and looking at it as if it were a movie in reverse, the moon would be nearer and nearer to the earth, moving faster and faster in its obit, until, theoretically it would be at geosynchronous, or more correctly geostationary orbit, at which time the moon would be orbiting the earth keeping pace with the earth's rotation. The moon would then be fixed at one location above the earth at this time, and, disregarding the sun-caused tides, there would be one enormously high non-moving lunar tide on one side of the earth and another on the other side of the earth.
That would be the case no matter HOW much faster the earth was rotating then. So, the net effect from now, with its 705 high tides per year, to that theoretical time in the far past when there would be two permanently fixed high tides when the moon is in geostationary orbit, the number of tides per year must have consistently decreased over that time.
So, still looking at it as a movie in reverse, some point in time long before the moon reached the geostationary orbit, there must have been a time when there were only the two tides per year, and they would have been very slow and drawn out. And long before that, there would have been only four slow and drawn out tides per year. Etc., etc.
Because of the increase in the velocity of the moon as it neared the earth, there could never have been a time when there were more tides per day than there is now.
Dave Persuitte · 29 June 2015
Let me add one more thing to my last post. It is very unlikely that the moon was ever so close to the earth as to be at a geostationary position, but the example still holds. The backwards movie of the example would just begin at some point between where the moon is now and where it was when it formed, though it obviously would be very close to the earth.
John Harshman · 29 June 2015
Dave,
Your contention and its proof would be correct if there were a monotonic function of tides/year from current situation to geosynchronous orbit (which orbit would be much closer than the geosynchronous orbit of today). But can you assume that the function is monotonic? I'm not sure of that, and you need to show it to complete your proof. It all depends on the function relating lunar distance to earth rotational speed. I don't know that function. Do you? One could certainly come up with functions that would cause there to be maxima in the tides/year function.
ashleyhr · 29 June 2015
Tom S
As I understand it (and I see on re-reading his article that Matt Young says the same), astronomers believe the moon formed ie coalesced (beyond the Roche Limit presumably) very soon after the formation of Earth, following a collision between Earth and another (ex) planet of the early solar system.
I was assuming YECs argued that the moon has always been a similar (slightly smaller) distance from Earth as now (ie no less than its distance 6,000 years ago) and also that the lunar recession rate has always been constant. However, they appear - possibly and unless I am reading too much into their arguments - to agree that once (but 6,000 years ago when 'created' and not millions/billions of years ago) the moon was a lot closer to Earth than now, and also that the rate of recession used to be faster than now but has slowed. See these articles:
https://answersingenesis.org/astronomy/moon/lunar-recession/ (NB the only reference is to YEC apologist sources - specifically a book by Jason Lisle for crying out loud - and there are of course no references to any peer reviewed science papers at all)
http://creation.com/age-of-the-earth#20110326 (see 'evidence' 66)
When they addressed CMI's evidence 66, Rationalwiki stated:
"Using a linear equation to model Moon recession is too simplistic to give anything even close to correct results.
Moving a satellite into a higher orbit, or away from the primary object, requires energy input. Recession of the Moon is caused by tidal friction, which converts the rotational energy of the Earth into the potential energy of the Moon, and tidal friction in turn depends on the layout of the continents, which was different in the past.
Evidence from tidal rhythmites â sediment deposits that show a thinly layered structure with each layer corresponding to one Moon orbit, similar to tree rings â indicates that 2.45 billion years ago the Moon was just 10% closer to the Earth than at present".
http://rationalwiki.org/wiki/101_evidences_for_a_young_age_of_the_Earth_and_the_universe
In the Faulkner article, which was not very detailed, he claimed in effect (completely ignoring Roche Limit implications) that the moon and Earth would have been 'in contact' much later than scientists believe the moon was actually formed (by a collision not ex nihilo) and that mile high tides would have thus occurred then and for a considerable period of time after 'contact' (yes I think the Earth did have oceans by 1 billion years ago). But he says - because scientists don't believe Earth once had mile high tides ergo 1 billion years ago is 'fiction' and hey presto Earth and the moon are both young.
To address Tom's point where he says: "I was not intending to âproveâ even hundreds of thousands, let alone billions of years for the Earth-Moon system". All I can say is that my previous comment was not specifically addressed to anything Tom said and was not aware of suggesting or implying that his comment sought to 'prove' billions of years. Tom was saying how similar things were a few thousand years back - whereas I was referring to a much earlier point in time.
Scott F · 30 June 2015
TomS · 30 June 2015
There isn't much to the article. There are no calculations. What he says is what drives the need for leap seconds is the slowing down of the Earth's rotation caused by tides. That means, so he says, that the Moon is moving away from the Earth. Therefore, this cannot have been going on for billions of years.
If one takes the relevant astronomical observations over the last 2700 years, we have an average rate of slowing down of the Earth rotation of about 17 milliseconds per day per millennium. A crude extrapolation of that would make the length of the day 1 billion years ago to be 19 hours 20 minutes. This is not a killer to "deep time". If he means anything other than this, something as complicated as what real scientists do, let him at least give a hint at what he is talking about.
No, what I did was not a proof that the Earth is billions of years old. All I did was to say that he did not present any difficulty to the Earth being billions of years old.
Dave Persuitte · 30 June 2015
John, you said "It all depends on the function relating lunar distance to earth rotational speed. I don't know that function. Do you?"
Yes, I do. And so should you. The function relates to the fact the the earth is considerably more massive than the moon; thus its effect on the moon's recession, and hence its orbital speed, was ALWAYS be greater than its effect on slowing down the earth's rotation.
Right, now, for example, the moon is receding from the earth at about 1.5 inches per year, whereas the earth's rotation speed is reducing by about 0.000015 seconds each year.
If, at the beginning, the earth's rotation was, say, 12 hours per day, that is only half of what it is now, but beginning at that same time, instead of being twice what it is now, the moon's orbital speed would have been many times more than it is now.
Therefore, unless there was a drastic change in the moon's orbital speed having nothing to do with earth/moon dynamics, there was no time such that, quoting you, "If the moon were in a closer orbit, the day would be shorter, and there would be more tides per unit time, not fewer."
Mike Elzinga · 30 June 2015
John Harshman · 30 June 2015
Dr GS Hurd · 30 June 2015
Nicely done Matt.
Dave Persuitte · 30 June 2015
Also, Mike Elzinga, concerning your June 30, 2015 11:00 AM posting.
The moon is currently receding from the earth at 1.5 inches per year. If that rate were constant--and Mike take note--it would mean that 4.5 billion years ago the moon would have been about 163,000 miles from the earth instead of the current 240,000 miles. Of course, it certainly wasn't constant. The question is how much different from that figure was it in deep time. My point is that, because the moon orbited the earth much faster in deep time there would have been fewer and slower, but much higher, tides, per unit time, let's say over one year, and the braking action of the higher tides would have been balanced out by some degree by there being fewer, and slower tides.
John, you ignore the fact that when the moon was closer to the earth, it would have taken less time to complete one orbit, not only because its orbit around the earth was smaller, so the moon had less distance to travel to make one complete orbit, but also being closer to the earth, the moon would have orbited the earth at a much faster velocity according to Newton's law.
The moon orbits the earth in the same direction that the earth rotates, and the tides are the result of the earth's surface moving--rotating--under the moon, causing one tide on the surface facing the moon and another tide on the opposite surface. with a particular spot on the earth having a tide twice every 24 hours and 50 minutes.
Way back when the moon was orbiting faster, a given spot on the earth's surface would have taken longer to "catch up" to the moon than it does now, thus causing fewer tides back then than now. The extreme case would be if the moon were so close to the earth that it would complete one orbit in one of the earth's days so that the moon was always above one spot on the earth (though of course the moon would appear to wobble back and forth because its orbit does not align with the earth's equator). In that case there would be one extremely high tide on the side of the earth facing the moon and another on the opposite side. If that had occurred (disregarding the tides caused by the sun or other influences), there would have been no lunar tidal braking (except that caused by the above-mentioned wobble) and the moon would not recede.
Looking back in time, there must have been some point when the pair of tides came once every two days, and even further back, once every four days, and even further back once every week, all the time with the tides getting somewhat higher and higher, but also slower and slower when impinging on the continents.
At some point as we go back in time, the pair of tides would occur once a month, then once every two months, and so on.
So the question is, how would the fewer, but higher, tides affect the braking action on the earth's rotation and the recession of the moon? I am not qualified to do the math, but I would tend to think that--and Mike, this bears on your posting--over the past 4.5 billion years it would be well within a reasonable amount such that the moon would never have been so close as to touch the earth, or even being in geostationary orbit.
John Harshman · 30 June 2015
TomS · 30 June 2015
Mike Elzinga · 30 June 2015
TomS · 30 June 2015
Mike Elzinga · 30 June 2015
Scott F · 30 June 2015
Mike Elzinga · 1 July 2015
Mike Elzinga · 1 July 2015
Other phenomena that have not been mentioned are the dragging effects of magnetic fields inducing dissipative eddy currents within the orbiting bodies, and the drag provided by solar winds and micro meteors.
harold · 1 July 2015
TomS · 1 July 2015
TomS · 1 July 2015
The thought just occurred to me:
Could someone make an app which would take care of the Earth-Moon system back a couple of billion years?
Just Bob · 1 July 2015
harold · 1 July 2015
Mike Elzinga · 1 July 2015
This Moon orbit thing is but a small part of what is wrong with ID/creationist thinking. I have said many times here on Panda's Thumb that The Fundamental Misconception of all ID/creationism is their notion of a "second law of thermodynamics" that says everything is decaying and coming all apart. This is what lies behind Faulkner's assertion about the Moon's orbit.
In reality, we live in a universe in which the condensation of matter is winning out over matter being blown apart. In every system of condensing matter, there are phenomena that are pushing against condensation. In star formation, nuclear ignition releases energetic photons that collide with incoming matter and retard the inflow to condensation. Yet enough energy, in the way of neutrinos, gets out so that condensation continues. Lighter atoms condense into heavier atoms and energy gets away. Atoms combine into compounds, compounds condense into liquids and solids; and energy gets away.
The debris kicked out of supernovae is shockwave-compressed into even heavier elements which find their way into later generation stars and solar systems. Solar systems and planets condense out of this material against competing processes that would tear the systems apart. And energy gets away.
All this takes place all the way down to the molecular level where we find molecules condensing into complex structures that hang at the threshold of coming apart, but have the advantage that they are able to explore a vast array of complexity that results in living organisms. This results from a complex interplay of processes that compete with condensation and allow this vast complexity and beauty to emerge. And all this because of the real second law of thermodynamics.
In the ID/creationist world, all this is blasphemy. The universe was formed perfectly by a deity and then cursed into decay after some naive chick ate some forbidden fruit. That is the ID/creationist "second law of thermodynamics." The ID/creationists' world is a dismal world decaying and coming all apart. And it is "calculated" to be coming apart at a rate that "proves" the universe to be 6000 years old. Any processes they can single out that will fit that scenario will be held aloft and championed as support for their ID/creationist dogma and world view. Everything else will be ignored; and that is almost all the rest of science.
Rolf · 1 July 2015
How many of them have some doubts deep down popping up to haunt them every now and then? Methinks they are plenty.
Maybe explains much of their behaviour?
SLC · 1 July 2015
TomS · 1 July 2015
TomS · 2 July 2015
harold · 2 July 2015
Mike Elzinga · 12 July 2015
I have been trying to understand where Faulkner and Lisle go off the rails on their estimate of the age of the Earth from the rate of lunar recession; and I think I have found it here, a little past the midpoint of the page under "Creation In-Depth: Recession of the Moon."
Lisle - and probably Faulkner, since he referenced Lisle - believes he can calculate it from the height of the tidal bulge being proportional to the 1/r6 dipole of the Earth/Moon system. This is completely wrong.
The height of the tidal bulge has nothing to do with it. The Earth is spinning within the bulge; and it is the friction at the interface of the spinning Earth and that bulge that provides the torque. If the bulge is higher, it is simply tilted less.
That torque is the same torque that is applied to the Moon's orbit; therefore, the rate of decrease in the Earth's angular momentum is the same as the rate of increase of the orbital angular momentum of the Moon's orbit.
Unlike Lisle and Faulkner, I actually have done the correct calculation. The Earth's rotation is decreasing at 1.7 plus or minus .005 ms/century. The Moon is moving away at about a rate of 3.825 plus or minus 0.004 cm per year.
If the rate of decrease in angular momentum of the Earth is transferred to the increase in angular momentum of the Moon's orbit, the predicted rate of recession comes out to be about 3.866 cm per year; within less than 1% of the observed value.
Furthermore, when one calculates the percentage of the lost rotational kinetic energy of the Earth that gets transferred to the Moon's orbit, one gets only 3.7%; which means the most of that energy loss by the Earth is dissipated, as I mentioned earlier.
At the current rate of transfer of momentum and energy to the Moon's orbit, it will take about 9.9 billion years to eject the Moon from its orbit.
As always happens when I have dug into the "details" of ID/creationist physics, I find many egregious errors and a profound lack of understanding of the basics.
shebardigan · 12 July 2015
As I began reading this thread, there arose the increasingly urgent question "Has anybody realized the implications of the fact that circular orbits are so rare in Nature as to be considered evidence of recent divine (or perhaps "intelligent") origin?"
Then, suddenly, there was actual Physics.
There needs to be a collection of Mike Elzinga's essays. It could be turned into an instructional video and distributed online.
shebardigan · 12 July 2015
Addendum: I am a Time Geek and in fact operate a Stratum 2 Network Time Protocol server that handles a very modest 100-300 queries per minute. The Leap Second was of great interest to the community.
TomS · 12 July 2015
Henry J · 12 July 2015
Re "At the current rate of transfer of momentum and energy to the Moonâs orbit, it will take about 9.9 billion years to eject the Moon from its orbit."
So if the Earth/Moon pair stay in roughly the same orbit around the sun for another 5 billion years (approximately), they'll still be paired together with the red giant sun absorbs both?
Mike Elzinga · 12 July 2015
Mike Elzinga · 12 July 2015
TomS · 12 July 2015
That figure of of 1.7 milliseconds per day per century comes in part, I believe, from data going back to Babylonian eclipse records. I wonder whether Lisle bothered to check his theorizing with the eyewitness accounts of the eclipses. Or, like the hypotheses about the varying speed of light, is this a speculation that only makes a measurable difference once it cannot be measured?
BTW
One might wonder how impressed the YEC people in the pew would be with an argument that the Moon cannot be older than 1.5 billion years. It seems to me as relevant to them as an argument that evolution only works flawlessly back 500 million years and within phyla (i.e., the Cambrian Explosion). Are they supposed to be distracted by the show of elementary calculus?
Mike Elzinga · 12 July 2015