If I understand your point, anything that would eliminate oceanic friction would result in the tidal bulge being bigger, and thus exert a stronger pull on the moon.
Not exactly, but I think close enough.
Removal of land masses would allow tidal bulges in their place, not exactly "bigger," just more prevalent.
I don’t see where you account for the equally important part that friction plays – in determining the location of the tidal bulge.
Friction doesn't play an "equally important" role. It's kinda incidental.
It does cause the offset of the bulge, but as you term it, more friction would lead to less bulge. The primary factor is gravity.
So let’s look at the open ocean (no land interference) case – low friction means big bulge, but low friction means bulge forms rapidly closer to the cislunar point. Bigger bulge, but less offset to affect the moon’s orbit. Which effect is most significant?
At a guess, I would say the two effects pretty much cancel. If there was no land, there would still be an offset bulge driving lunar recession. Friction wouldn't see the bulge offset by as much as it is in today's conditions, but that would be canceled somewhat by the bulge always being in play.
And the Darwinist save has evolved since last time I had this discussion. Previously, they were using friction in a very different manner, describing it in terms of how it slowed the Earth's rotation, not how it drove bulge offset.
The evolved save has more merit.
I take this to mean you have actually read them.
I've read others. Those ones cost money. I read the abstracts, which wasn't much help.
People who are moderately competent in physics might recognize yet another interesting aspect to this problem. How about when the moon is directly above large land masses, such as when it crosses directly over huge swaths of Africa or South America? No ocean there for a tidal bulge to form, yet on the opposite side of the world, the “opposing tidal bulge” (which actually acts to retard the moon’s orbit) forms. I‘ll let you cogitate on that one, unless you feel up to commenting on it.
It's a good point. That would slow down lunar recession, but the opposite situation would also apply — a continent on the other side and none on the near side would speed up recession. There are many questions surrounding this issue. I have one over the accuracy of the measured rate of recession.
The point is that Dr Brown's math is appropriate and accurate and the challenge is sensible. What it calls for is reasoned discussion, not the typical Darwinist nonsense.
Thanks for engaging. :up: