What Would Happen to Gravity If Earth Stopped Spinning?

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Discussion Overview

The discussion explores the hypothetical scenario of Earth stopping its rotation and its gravitational effects on people. It includes calculations related to centripetal force and the perceived strength of gravity at the equator, as well as considerations of inertial forces resulting from such a sudden stop.

Discussion Character

  • Exploratory, Technical explanation, Conceptual clarification, Debate/contested

Main Points Raised

  • One participant questions the gravitational effects on people if Earth stopped spinning, suggesting a relationship between gravitational force and centripetal force.
  • Another participant provides a calculation of centripetal acceleration at the equator, concluding that without Earth's rotation, gravity would feel only slightly stronger (1.0035 times) than it does currently.
  • A later reply acknowledges a previous misunderstanding and expresses gratitude for the clarification.
  • Another participant emphasizes that while centripetal force is minor compared to gravity, the inertial force from a sudden stop could have significant consequences, humorously referencing the dangers of high-speed impacts.

Areas of Agreement / Disagreement

Participants generally agree that the centripetal force due to Earth's rotation is minor compared to gravitational force. However, there is a mix of humor and concern regarding the implications of inertia if the Earth were to stop rotating, indicating a lack of consensus on the broader consequences.

Contextual Notes

The discussion includes calculations that depend on specific assumptions about Earth's rotation and position, which may not account for all variables involved in such a scenario.

Who May Find This Useful

Individuals interested in physics, particularly those curious about gravitational effects, centripetal force, and the implications of rotational motion on Earth.

Pengwuino
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What would be the gravitational effects on people if this happened? I figure gravitational force - centripetal force = 9.8m/s^2... so is the gravitational force much stronger then 9.8?
 
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You can see here that the formula for the centripetal force is [tex]F = mv^2 / r[/tex], so the centripetal acceleration would be [tex]v^2 /r[/tex]. Here, v is the circumference of the Earth divided by the rotation period of the Earth (assuming you're standing at the equator), or 2*pi*r/(86400 seconds) , so squaring this and dividing by r gives 4*pi^2*r/(7.46496*10^9 s^2) = 0.034 meters/second^2. So, if the Earth wasn't rotating gravity would only feel about 1.0035 times as strong as it does now at the equator, not a noticeable difference.
 
Oh pff... guess i was wrong :D thanks!
 
Jesse has it right. The centripetal force due to Earth's rotation is minor compared to gravity. The inertial force, on the other hand, might be worrisome were the Earth to suddenly stop rotating. Buckle up. According to the Surgeon General, slamming into a mountain at ~1000 miles per hour can be hazardous to your health.
 

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