Image of Earth via GOCE/ESA
You've probably heard about the people who believe in the "hollow Earth hypothesis." Previously, in ancient times, the idea of subterranean realms seemed somewhat plausible, and the idea ultimately became intertwined with the concept of "places" (it was a bit like Copernicus' celestial spheres). Then, in 1692, Edmund Halley developed an entire structure around this idea and put forth the idea that Earth consisted of a hollow shell about 800 km (500 miles) thick. In fact, he thought that the inside of our planet contained a whole series of these "shells," and that each has it's own atmosphere, water, and so on. Unfortunately, many of Halley's ideas persist even today.
Honestly, calling anything that references the hollow Earth today a true "hypothesis" is being a tad kind. Evidence that this is not how Earth actually is abounds. Here’s an image from the European Space Agency's (ESA) Gravity field and steady-state Ocean Circulation Explorer (GOCE) mission. It compiled many bits of data to come up with this realistic depiction of how gravity varies throughout the Earth. As the ESA notes, "this resulted in a unique model of the 'geoid', which is the surface of equal gravitational potential defined by the gravity field." And as you can see in the top image, there is no hole anywhere to be found.
Still, it does afford an opportunity for an interesting physics question: What if our planet really was hollow? Well, the outer shell would collapse into the inner one. That's how gravity works. It "pulls" things towards the center of mass. There is absolutely no reason that the crust of the Earth would levitate. It's not a terribly interesting answer, but it's the correct one.
But let's take this a little farther, what would happen if you put a hole through the center of the Earth, and then you jumped into it? Well, if there was a hole through the center, your acceleration would slow as you approached the center. And your weight would be zero as you flew through the center of the Earth. This means that, if you jumped into a hole in the Earth in an attempt to fly through to the other side, you wouldn't actually reach the other side. Instead, you would oscillate back and forth through the center of the Earth as though you were on a spring. Unless you grabbed something, you would fall back and forth and back and forth...you would continue to oscillate with a round-trip time of 84.5 minutes.
Why does this happen?
HyperPhysics explains, "For a spherically symmetric mass, the net gravity force on an object from that mass would be only that due to the mass inside its radius, and that would act as if it were a point mass located at the center. When this is analyzed in detail, you find that the gravity at any radius r less than R
Earth will be linearly proportional to the distance from the center."
Here, MinutePhysics clarifies some of this and tackles a few other "what ifs."
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