One of the planets I am working on is supposed to have a day of about 6 earth hours long & I’m wondering what effects this will have on its surface and climate. Also, I don’t know if this is relevant, but my world is a terrestrial planet that is a little larger then Earth with rings & an axial tilt of 41.3 degrees.

EDIT: 3 hours of day & night each.


I won't address the almost doubled obliquity (axial tilt) since you didn't ask that specifically, but it will have huge effects and probably deserves its own question. If the radius is going to change by more than 500-1000km or so, that probably deserves its own question as well. In thinking about quadrupling the angular velocity of an Earthlike planet, there are a few areas I can think of right away:


The planet will be more oblate (squished at the poles and fatter at the equator). I don't think it's worth the calculation since the effect is so slight, but this will lead to a slightly higher gravity at the poles and lower at the equator. However, there is a larger effect that is not really gravitational but belongs in this section. For a rotating planet, there is a centrifugal "force" acting outward which is strongest at the equator and nonexistent at the poles. This will make the perceived gravitational force at the equator ~5% less than at the poles, with the difference decreasing as one moves toward the poles. This would be barely noticeable for a person day-to-day, if at all, but this would have major effects on the world ocean. The sea level near the poles would drop, and near the equator it would increase. I don't think I know how to make this calculation right now, nor do I have the time to learn, but I would love to hear from someone who has a guess about what the effect would be at the equator in terms of sea level. I guess I am also thinking about this as if it suddenly happened on Earth, but if it were a planet that had always been that way it probably wouldn't be a huge deal.


The altitude of a geostationary orbit would decrease by over half, from ~42,000km to ~17,000km (EDIT: the numbers I gave are orbital radius - the altitude would decrease from ~36,000km to ~11,000km). This would have lots of implications for how these satellites would operate (close means easier imaging but also narrower field of view). Also, rockets are normally launched (at least partially) eastward and nearer to the equator to take advantage of the Earth's rotation. With increased angular velocity this would still be the case but it would be much easier to get into space, whether for low orbit, geostationary orbit, or interplanetary travel.


The Coriolis force acts at a right angle to the motion of an object not attached to the surface (rightward in northern hemisphere, leftward in southern hemisphere). This doesn't have many implications for day-to-day life, but if you are e.g. a pilot or an on an artillery crew it is pretty important. The Coriolis force has a magnitude of the multiplication of the object's velocity and the angular velocity of the planet, so quadrupling the angular velocity would quadruple the Coriolis force.

More important than ballistic trajectories and powered flight, the Coriolis force has a major impact on climate. At the large scale in the oceans and atmosphere, the dominant currents are geostrophic. This means there is a balance between pressure gradients and the Coriolis force, so winds/currents move parallel to pressure gradients. Not to be too complex here, but the point is the Coriolis force is a huge part of how the atmosphere and oceans circulate, and I can't say exactly how this would change. I can say that geostrophy would still dominate, and large storms like hurricanes would spin faster.


The total insolation would stay the same, but with a much faster day/night cycle. So while the climate may not actually change drastically with this one, there might be some large local effects. I can think of things like shoreline winds and precipitation in dry areas.


Does your planet have a moon/moons? Does it specifically have an abnormally large (compared to its size) moon like Earth does? If so, the tides will change pretty drastically. The periods of the tides on Earth are all combinations of aspects of the Earth's rotation and the orbits of the sun and moon. So the periods of tides on your planet will be quite different. The magnitude of tidal variations is very dependent on bathymetry, but I can say any tidal bore would be more intense than it otherwise would be.

Currently the moon also "steals" some angular momentum from the Earth via tidal friction, and if the angular velocity were quadrupled this effect would increase. This would still be negligible in the course of day-to-day life or at the scale of human lifetimes.

  • $\begingroup$ I was thinking of having one moon & for it to be smaller so as not mess with the rings. $\endgroup$
    – Kowita
    Oct 28 '18 at 4:22
  • $\begingroup$ Ah, right forgot you said there were rings. Yeah no idea off the top of my head how rings and a moon would interact, but would be an interesting exercise in astrodynamics. Presumably it could/would be stable because: Saturn. $\endgroup$
    – ben
    Oct 28 '18 at 16:52
  • $\begingroup$ One more effect of geostationary orbit going from 42km to 17km is that the atmosphere (if similar) would be a couple orders of magnitude thicker, thus GPS satellites may not be feasible due to the increased drag $\endgroup$ Nov 3 '18 at 21:05
  • $\begingroup$ @user2813274 This is definitely a valid concern, but the new geostationary altitude would still be high enough to have negligible orbital decay due to atmospheric drag. As far as GPS, they actually operate between LEO and GEO right now. The orbit they are in is a 12 hour orbit specifically chosen to provide the best coverage with the fewest satellites (as I understand). Even with a faster Earth rotation I see no reason why GPS altitude would have to change. $\endgroup$
    – ben
    Nov 4 '18 at 1:12

A shorter day would have the effect of a more even heathing and therefore an smaller difference between day and night. Daily sea brezes would likely be a lot less noticeable. A faster spin would also increment Coriolis forces, and therefore winds would tend to follow more curved paths and twist more than in real Earth, but that wouldn't be a big deal.

However, what do make a big change in some areas is tilting the planet by 41.3 degrees. That would put the latitudes of London and Berlin North of the Polar Circle, and even in middle latitudes there will be sunlight for most of the day in summer and very short days in winter, therefore making seasonal alternance stronger. Even in the Equator seasons would appear, while in real Earth equatorial climate is nearly seasonless.

In summary: temperature of day and night would be less different than in our Earth, but climate in winter and summer will be very different. If your year were to be larger than ours it would be even worse.


Expect near constant hurricane-force winds & tidal waves, due to massive coriolis effect. Hard to see that such an environment would be in any way habitable.

"the first evidence of life, 3.5 billion years ago, happened when the day lasted 12 hours. The emergence of photosynthesis, 2.5 billion years ago, happened when the day lasted 18 hours. 1.7 billion years ago the day was 21 hours long and the eukaryotic cells emerged. The multicellular life began when the day lasted 23 hours, 1.2 billion years ago. The first human ancestors arose 4 million years ago, when the day was already very close to 24 hours long." http://www.iea.usp.br/en/news/when-a-day-lasted-only-four-hours

EDIT: this effect would be most pronounced in the equatorial region - in the temperate region, things might not be as bad. but the equatorial region would be a permanent no-go zone, other than via air travel.

  • 1
    $\begingroup$ Why would the Coriolis force be “massive”? It would at most be 4 times larger (with a day period 1/4th of our current). It’s not obvious that 4*F_c would be a major driver of any new weather patterns. $\endgroup$
    – cms
    Oct 28 '18 at 19:28
  • $\begingroup$ The Coriolis Effect on Other Planets The Earth rotates fairly slowly, compared with other planets. The slow rotation of the Earth means the Coriolis effect is not strong enough to be seen at slow speeds over short distances, such as the draining of water in a bathtub. Jupiter, on the other hand, has the fastest rotation in the solar system. On Jupiter, the Coriolis effect actually transforms north-south winds into east-west winds, some traveling more than 610 kilometers per hour (380 miles per hour).nationalgeographic.org/encyclopedia/coriolis-effect $\endgroup$
    – theRiley
    Oct 28 '18 at 21:40

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