Bob sometimes uses a common and effective technique of presenting part of his argument in the context of a well-delivered silly dialogue. A classic case of this was his BEL program of April 4th, 2002, titled “Venus Spins Backwards”. His comments and then dialogue follows, starting about 11 minutes and 44 seconds in: (Whenever I point to a specific BEL show and give the time within the show, I heartily recommend you take the time to download it and listen for yourself. This one in particular).
One of the primary objectives of physics teachers is to instill an understanding of physics in his students. But sometimes, it becomes starkly clear that a student just isn’t getting it. Then the teacher invokes plan ABP. “Dear student, for your own good, and mine too, I strongly recommend you change your course of study to Anything But Physics (ABP).
When the subject of Darwinian evolution arises in these forums, I severely limit the depth to which I participate. I am not a biologist or geologist and so any information I might offer in such areas is necessarily dependent on others. I have no doubt that in a debate with a qualified Creationist biologist or geologist, I would fare miserably. But I am less deeply dependent on the “authorities” when it comes to some basic principles of physics. And what Bob is expounding on is indeed one of the most basic principles of physics – the Law of the Conservation of Angular Momentum.
Here is my challenge. I understand the Law of Conservation of Angular Momentum, and it says nothing about the direction or rate of the spin of Venus or of any other planet in the solar system. If Bob has a book or an authority that says that a solar system condensing out of a gas or dust cloud means that Venus cannot be spinning backwards, then I want to see that book or talk to that person. That is sheer scientific nonsense. The Law of Conservation of Angular Momentum says no such thing.
And any physics student nearing the end of his freshman year in college who parroted what Bob has said about the conservation of angular momentum would in all seriousness be given ABP counseling.
In clarification, astrophysics is not sure why Venus has a retrograde spin. But science is dead certain that Venus having retrograde spin in no way violates the Conservation of Angular Momentum under Bob’s scenario.
There are hints as to what might be occurring with Venus. Bob noted the backwards spin, but was conveniently silent on the rate of that spin. Venus takes a long time to spin once. A Venusian day is almost 8 months long on earth. But since Venus is closer to the Sun than earth, it takes less time to circle the sun. In fact, as viewed from the Sun, the rate and direction in which Venus is spinning almost makes it non-rotating. In a full year on Venus, you would be privileged to experience 2 sunrises. It is very close to not rotating at all as viewed from the sun.
This occurrence of a satellite not rotating when viewed from the center of its orbit is actually very common in our solar system. (And the word “satellite” in this usage just means any body orbiting another. The earth is a satellite of the sun, and the moon is a satellite of the earth.) Almost every one of the major moons in our solar system keep one face towards the planet they orbit. Our moon does that. How the backside of the moon looked was completely unknown until the first spacecraft circled to the far side of the moon and took pictures – an event well within the lifetime of many of us.
Why do moons keep one face toward their planets? The earth doesn’t do that with the sun, nor do most of the other planets. Only Mercury and Venus come close. The rate at which a planet or moon spins on its axis has no intrinsic relationship to the time it takes to complete an orbit. Kepler’s Laws that describe orbits have no need to know how fast the moon or planet is spinning. And there is no known a priori reason that the creation of a planet or moon would result in its axial spin exactly equally its orbital period. In fact, that would be a highly anomalous expectation from a planet or moon that coalesced from a primordial cloud, or was ejected from a body.
Yet the no-spin situation is commonly seen - now – eons after the creation event. Why? In addition to the moons, Mercury and Venus are the two planets closest to the sun, and they have very little relative spin. Might that hold a clue?
For the moons, the cessation of spin is a process that took many millions of years, and is maintained by what is called tidal locking. Even moons and planets that are solid rocks experience tides similar to what we see in our oceans. For reasons beyond this discussion these tides slow the relative rotation rates of both the moon and the planet that the moon circles. But since the moon is always much smaller than the planet it circles, the moon has to lose far less angular momentum than the planet to come to a complete stop. Thus the earth still spins, while its moon has already locked one face toward the earth.
Mercury and Venus, being closest to the sun, may likewise have had their original spin stolen from them by the sun. I deliberately say “may”, because there are still technical questions in the rotation of Venus that are not well understood.
The real meaning of the principle that Bob misconstrues is not difficult. Angular momentum is a property of a body (mass) that depends on the amount of mass in the body, the distance from the axis about which it is rotating, and the rate of rotation (how many degrees per second). The Law of Conservation of Angular Momentum just says that once you figure out the angular momentum for something, it will always have that same angular momentum as long as it does not interact with an external body (via gravity or magnetic force, or whatever). If angular momentum could be expressed by a simple numerical value, then that value would not be allowed to change. (Angular momentum is actually a vector, which is a bit more complex than a simple number. But vectors can be added in a process analogous to simple numbers.)
In the case Bob starts with, it is the angular momentum of the “swirling cloud of matter” that we start with. Admittedly, one might have trouble visualizing an ephemeral cloud as having angular momentum. But angular momentum has no requirement that the thing be a solid body. Even something like a non-spinning bullet whizzing past a fence post has angular momentum as viewed from the fence post. If we know its mass, distance from the fence post (at some specified point in its flight), and how fast your line of sight has to turn to watch it go by, we can compute the angular momentum.
For the condensing galactic cloud, the best reference axis would be the center of mass of the cloud. As the cloud condenses to form stars or planets or whatever, there may be all kinds of collisions, magnetic interactions, explosions, and so on within the cloud. And the angular momentum will not change. If some blob that that will someday be called Venus forms, it will contain a portion of the cloud’s angular momentum. If some huge galactic vagrant asteroid chances to smack into Venus, one result will be that Venus’s spin will be altered. We assume the vagrant asteroid is also a product of the condensing cloud, and even though the impact with Venus involves immense energy, the total angular momentum of the cloud is unchanged. In fact, if we consider just the approaching asteroid and Venus, we can look at just the total angular momentum of these two objects. Post-impact, that sum will be unchanged. We may have to chase down billions of rocks and gasses and whatever that were ejected from the impact and are now flying away, but after we have accounted for all of them and added up the angular momentum of everything that once was Venus or asteroid, presto – the conservation law holds.
I suspect what Bob might have really been referring to is why would Venus be spinning the “wrong way” (albeit very slowly). If the angular momentum of the original cloud shows an overall rotation in a direction counter to that of Venus, how could Venus have ended up spinning the “wrong way”? The safest answer is “We don’t really know”. But we do know that as long as we add up the angular momentum of Venus and everything else in the condensing cloud, its will total up to the value it had originally. Even if Venus ends up just whizzing around and around in a goofy direction. If we could backtrack and identify everything that interacted with Venus, and totaled all of the angular momentum from just those things, we could be confident that after Venus is found to be tumbling in whatever direction at whatever rate, the sum of Venus’s new angular momentum plus whatever is left of the things that hit it will add up to the starting value.
In a simple case, assume an interaction between Venus and an asteroid in which they approach, hit, and separate, both still completely intact. Pre-impact, Venus is spinning the way Bob thinks it should, in the direction of the clouds rotation. Post-impact, Venus is tumbling head over heels (pole over pole?) What can we conclude? That the asteroid must be tumbling in a direction and at such a rate that the sum of the angular momentum of Venus and the asteroid adds up to the same value it did pre-impact.
A simple example of the Law of Conservation of Angular Momentum that is closer to everyday experience - think of standing with a partner on a very smooth sheet of ice. You both are wearing shoes that are the slickest ever. If you are not moving, you might starve to death even if only yards from the shore, since zero traction means zero ability to walk anywhere (Executing your enemies via exiling them to a sheet of ice with said shoes is not a good idea, since if they know a bit of physics, there is a way to circumvent the slick shoes problem. But that is for another day.) Anyway, you and your partner are motionless facing each other just inches apart. Total angular momentum (measured from the center of mass of the two of you) – zilch. Now you put out your right hand, and your partner their left. Your hands meet and you each give a mighty shove on the other’s hand. You recoil, sliding across the ice, and spinning to the left. You see your partner sliding away from you, spinning to their right. Total angular momentum – still zilch. If you are twice the size of your partner, you spin more slowly and you see them spinning at twice your rate. Even if you get desperate and pull a stick of dynamite out and detonate it between you, after the detonation you are spinning off in one direction on the ice in your armored suit, as is your partner in the opposite direction. Now catch up to all of the microscopic fragments of dynamites skittering away over the ice, add up the angular momentum of all, and you already know what the sum must be.
That pretty well sums up the Law that Bob doesn’t understand. If a gas and dust cloud condenses to form a planetary system, the Law of Conservation of Angular Momentum says nothing about how the individual planets are required to spin, other than the requirement that the sum of all the angular momentum be constant. Except when taught to one offbeat congregation in Colorado, where the pastor needs ABP counseling.
Recently there was another conversation that Bob may not remember:And one of the stars that was formed in the big bang, it lived its long and happy life, and then billions of years ago, it became a supernova, and it exploded. And when it exploded, the results of that supernova – it created all the elements - the raw elements - that we have in our solar system. And some of those elements somehow, they all got together, and decided from the explosion, to form a swirling cloud, a swirling cloud of matter. And it swirled in space, and as gravity – you know gravity will – things will attract themselves to one another.
And so they began to condense. The cloud got denser and denser - heavier – well it just condensed. And it got smaller, and as it got smaller, it got denser, and pretty soon that cloud – that’s actually what became our solar system. And in the middle of it was the sun, of course. And as the sun – as the cloud was spinning, you have the sun, and then all the planets flew off one way or another, or they were the tentacles that weren’t quite spinning as tightly. And they coalesced and they became the planets, and a bunch of the planets – they had moons. And the moons spun around the planets, and the planets spun around the sun, and you have a happy solar system. That happened just by absolute random circumstances, with no design whatsoever.
Now if that were true – here is what we would find … everything should be spinning in the same direction. There is a law to that effect called the Conservation of Angular Momentum. Things are spinning and they keep spinning. If you have a merry-go-round spinning and you put a basketball on it, and the merry-go-round is spinning, the basketball will end up spinning. And if the basketball flies off the merry-go-round, it will be going in generally the same direction and will be spinning in the same direction as the merry-go-round was spinning.
It’s the Conservation of Angular Momentum. Well there is a problem for the atheists who believe in the big bang. The problem is this -- It’s that Venus is spinning backwards.
“Uh, Houston, Houston, we have uh, retrograde, retrograde rotation of Venus, Houston.”
“Uh, come in Galileo, come in, you are breaking up, come in.”
“Houston, we have retrograde rotation of Venus!”
Huh? Venus is spinning backwards! So is Uranus. They are spinning backwards. Now they cannot be spinning backwards if they coalesced off a spinning cloud from a supernova from the big bang. They can’t be spinning backwards.
Uh, Houston, Houston, ThePhy here, priority message, come in please.
Houston here, go ahead ThePhy.
Houston, I have come across someone who claims that Venus can’t be spinning backwards because of the Conservation of Angular Momentum.
Roger, ThePhy, understand you to say you are in the Denver area.
Houston, what? I didn’t tell you where I am, I just said …
This is Houston, ThePhy, we heard you loud and clear. There are only a few places in the world where scientific nonsense like that is promulgated, so we assumed you were at the nearest one, were we wrong?
Negative Houston, you were right. Please advise.
This is Houston. Good to hear that, sometimes those silly things spread. Recommend plan ABP.
Roger Houston, understand. ABP.
ABP
One of the primary objectives of physics teachers is to instill an understanding of physics in his students. But sometimes, it becomes starkly clear that a student just isn’t getting it. Then the teacher invokes plan ABP. “Dear student, for your own good, and mine too, I strongly recommend you change your course of study to Anything But Physics (ABP).
Conservation of Angular Momentum
When the subject of Darwinian evolution arises in these forums, I severely limit the depth to which I participate. I am not a biologist or geologist and so any information I might offer in such areas is necessarily dependent on others. I have no doubt that in a debate with a qualified Creationist biologist or geologist, I would fare miserably. But I am less deeply dependent on the “authorities” when it comes to some basic principles of physics. And what Bob is expounding on is indeed one of the most basic principles of physics – the Law of the Conservation of Angular Momentum.
Here is my challenge. I understand the Law of Conservation of Angular Momentum, and it says nothing about the direction or rate of the spin of Venus or of any other planet in the solar system. If Bob has a book or an authority that says that a solar system condensing out of a gas or dust cloud means that Venus cannot be spinning backwards, then I want to see that book or talk to that person. That is sheer scientific nonsense. The Law of Conservation of Angular Momentum says no such thing.
And any physics student nearing the end of his freshman year in college who parroted what Bob has said about the conservation of angular momentum would in all seriousness be given ABP counseling.
Venus
In clarification, astrophysics is not sure why Venus has a retrograde spin. But science is dead certain that Venus having retrograde spin in no way violates the Conservation of Angular Momentum under Bob’s scenario.
There are hints as to what might be occurring with Venus. Bob noted the backwards spin, but was conveniently silent on the rate of that spin. Venus takes a long time to spin once. A Venusian day is almost 8 months long on earth. But since Venus is closer to the Sun than earth, it takes less time to circle the sun. In fact, as viewed from the Sun, the rate and direction in which Venus is spinning almost makes it non-rotating. In a full year on Venus, you would be privileged to experience 2 sunrises. It is very close to not rotating at all as viewed from the sun.
Tidal Locking
This occurrence of a satellite not rotating when viewed from the center of its orbit is actually very common in our solar system. (And the word “satellite” in this usage just means any body orbiting another. The earth is a satellite of the sun, and the moon is a satellite of the earth.) Almost every one of the major moons in our solar system keep one face towards the planet they orbit. Our moon does that. How the backside of the moon looked was completely unknown until the first spacecraft circled to the far side of the moon and took pictures – an event well within the lifetime of many of us.
Why do moons keep one face toward their planets? The earth doesn’t do that with the sun, nor do most of the other planets. Only Mercury and Venus come close. The rate at which a planet or moon spins on its axis has no intrinsic relationship to the time it takes to complete an orbit. Kepler’s Laws that describe orbits have no need to know how fast the moon or planet is spinning. And there is no known a priori reason that the creation of a planet or moon would result in its axial spin exactly equally its orbital period. In fact, that would be a highly anomalous expectation from a planet or moon that coalesced from a primordial cloud, or was ejected from a body.
Yet the no-spin situation is commonly seen - now – eons after the creation event. Why? In addition to the moons, Mercury and Venus are the two planets closest to the sun, and they have very little relative spin. Might that hold a clue?
For the moons, the cessation of spin is a process that took many millions of years, and is maintained by what is called tidal locking. Even moons and planets that are solid rocks experience tides similar to what we see in our oceans. For reasons beyond this discussion these tides slow the relative rotation rates of both the moon and the planet that the moon circles. But since the moon is always much smaller than the planet it circles, the moon has to lose far less angular momentum than the planet to come to a complete stop. Thus the earth still spins, while its moon has already locked one face toward the earth.
Mercury and Venus, being closest to the sun, may likewise have had their original spin stolen from them by the sun. I deliberately say “may”, because there are still technical questions in the rotation of Venus that are not well understood.
Angular Momentum
The real meaning of the principle that Bob misconstrues is not difficult. Angular momentum is a property of a body (mass) that depends on the amount of mass in the body, the distance from the axis about which it is rotating, and the rate of rotation (how many degrees per second). The Law of Conservation of Angular Momentum just says that once you figure out the angular momentum for something, it will always have that same angular momentum as long as it does not interact with an external body (via gravity or magnetic force, or whatever). If angular momentum could be expressed by a simple numerical value, then that value would not be allowed to change. (Angular momentum is actually a vector, which is a bit more complex than a simple number. But vectors can be added in a process analogous to simple numbers.)
In the case Bob starts with, it is the angular momentum of the “swirling cloud of matter” that we start with. Admittedly, one might have trouble visualizing an ephemeral cloud as having angular momentum. But angular momentum has no requirement that the thing be a solid body. Even something like a non-spinning bullet whizzing past a fence post has angular momentum as viewed from the fence post. If we know its mass, distance from the fence post (at some specified point in its flight), and how fast your line of sight has to turn to watch it go by, we can compute the angular momentum.
For the condensing galactic cloud, the best reference axis would be the center of mass of the cloud. As the cloud condenses to form stars or planets or whatever, there may be all kinds of collisions, magnetic interactions, explosions, and so on within the cloud. And the angular momentum will not change. If some blob that that will someday be called Venus forms, it will contain a portion of the cloud’s angular momentum. If some huge galactic vagrant asteroid chances to smack into Venus, one result will be that Venus’s spin will be altered. We assume the vagrant asteroid is also a product of the condensing cloud, and even though the impact with Venus involves immense energy, the total angular momentum of the cloud is unchanged. In fact, if we consider just the approaching asteroid and Venus, we can look at just the total angular momentum of these two objects. Post-impact, that sum will be unchanged. We may have to chase down billions of rocks and gasses and whatever that were ejected from the impact and are now flying away, but after we have accounted for all of them and added up the angular momentum of everything that once was Venus or asteroid, presto – the conservation law holds.
Spinning Backwards
I suspect what Bob might have really been referring to is why would Venus be spinning the “wrong way” (albeit very slowly). If the angular momentum of the original cloud shows an overall rotation in a direction counter to that of Venus, how could Venus have ended up spinning the “wrong way”? The safest answer is “We don’t really know”. But we do know that as long as we add up the angular momentum of Venus and everything else in the condensing cloud, its will total up to the value it had originally. Even if Venus ends up just whizzing around and around in a goofy direction. If we could backtrack and identify everything that interacted with Venus, and totaled all of the angular momentum from just those things, we could be confident that after Venus is found to be tumbling in whatever direction at whatever rate, the sum of Venus’s new angular momentum plus whatever is left of the things that hit it will add up to the starting value.
In a simple case, assume an interaction between Venus and an asteroid in which they approach, hit, and separate, both still completely intact. Pre-impact, Venus is spinning the way Bob thinks it should, in the direction of the clouds rotation. Post-impact, Venus is tumbling head over heels (pole over pole?) What can we conclude? That the asteroid must be tumbling in a direction and at such a rate that the sum of the angular momentum of Venus and the asteroid adds up to the same value it did pre-impact.
Skidding on the Ice
A simple example of the Law of Conservation of Angular Momentum that is closer to everyday experience - think of standing with a partner on a very smooth sheet of ice. You both are wearing shoes that are the slickest ever. If you are not moving, you might starve to death even if only yards from the shore, since zero traction means zero ability to walk anywhere (Executing your enemies via exiling them to a sheet of ice with said shoes is not a good idea, since if they know a bit of physics, there is a way to circumvent the slick shoes problem. But that is for another day.) Anyway, you and your partner are motionless facing each other just inches apart. Total angular momentum (measured from the center of mass of the two of you) – zilch. Now you put out your right hand, and your partner their left. Your hands meet and you each give a mighty shove on the other’s hand. You recoil, sliding across the ice, and spinning to the left. You see your partner sliding away from you, spinning to their right. Total angular momentum – still zilch. If you are twice the size of your partner, you spin more slowly and you see them spinning at twice your rate. Even if you get desperate and pull a stick of dynamite out and detonate it between you, after the detonation you are spinning off in one direction on the ice in your armored suit, as is your partner in the opposite direction. Now catch up to all of the microscopic fragments of dynamites skittering away over the ice, add up the angular momentum of all, and you already know what the sum must be.
That pretty well sums up the Law that Bob doesn’t understand. If a gas and dust cloud condenses to form a planetary system, the Law of Conservation of Angular Momentum says nothing about how the individual planets are required to spin, other than the requirement that the sum of all the angular momentum be constant. Except when taught to one offbeat congregation in Colorado, where the pastor needs ABP counseling.