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The Square-Cube Law
The Square-Cube Law
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Imagine there is a planet similar to Earth but has a much lower density, the gravitational acceleration at mean sea level is approximately a tenth of Earth's. I am wondering how would a land animal weighting as much as a hare movesmove quickly on every type of terrainsterrain, ranging from snow to open grassland, air. Air time should not be longer than 10% of the time when making the journey.

Imagine there is a planet similar to Earth but has a much lower density, the gravitational acceleration at mean sea level is approximately a tenth of Earth's. I am wondering how would a land animal weighting as much as a hare moves quickly on every type of terrains ranging from snow to open grassland, air time should not be longer than 10% of the time when making the journey.

Imagine there is a planet similar to Earth but has a much lower density, the gravitational acceleration at mean sea level is approximately a tenth of Earth's. I am wondering how would a land animal weighting as much as a hare move quickly on every type of terrain, ranging from snow to open grassland. Air time should not be longer than 10% of the time when making the journey.

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user6760
user6760
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What is the most energy efficient mode of travel by a land animal on a terrestrial planet with 0.1g at surface?

Imagine there is a planet similar to Earth but has a much lower density, the gravitational acceleration at mean sea level is approximately a tenth of Earth's. I am wondering how would a land animal weighting as much as a hare moves quickly on every type of terrains ranging from snow to open grassland, air time should not be longer than 10% of the time when making the journey.