Slowly walking in the rain or running fast?

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    Rain Running
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Discussion Overview

The discussion revolves around the question of who gets more wet in the rain: a person walking slowly or one running fast. Participants explore the physics behind this scenario, considering factors such as speed, distance, and the rate of rainfall.

Discussion Character

  • Exploratory
  • Debate/contested
  • Conceptual clarification

Main Points Raised

  • One participant poses the initial question about who gets more wet and asks for the underlying physics.
  • Another participant suggests a specific scenario involving two people, one running and the other walking, to analyze who gets wetter after 10 seconds.
  • A third participant references a video that presents a nonintuitive result related to the question.
  • One participant introduces a theoretical extreme case where a person moves at infinite speed, arguing that they would collect rain only in a limited area, while a very slow mover would continuously get wet over time.
  • A later reply introduces a different perspective, suggesting that even if both individuals are equally wet after a certain time, the one running may reach shelter sooner.
  • A participant shares a link to a previous thread discussing the same topic, indicating ongoing interest and exploration of the question.

Areas of Agreement / Disagreement

Participants do not reach a consensus on who gets more wet, as multiple competing views and scenarios are presented without resolution.

Contextual Notes

Assumptions about the rate of rainfall, the dimensions of the area covered, and the time frame for comparison are not fully detailed, leaving some aspects of the discussion unresolved.

saravanan13
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Who will get more wet?
The one who is slowly walking in the rain or the who is running fast?
What is the physics behind it?

Thanks in well advance
 
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Well, that depends.
Assume this scenario:
Open field, 1-mile wide in all directions and raining hard...
You and your brother are at the same spot.
You take-off running while your brother instead decides to just slowly walk in the same direction.
In 10 seconds, who get more wet?
 
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I did not like the MB episode.

Consider: someone moving at very high speed, fast enough to call it infinity. The person will bore out a rectangle from point A to point B horizontally and his own height vertically. All the raindrops in that rectangle will wind up on his front.

Someone else moving so slowly he might as well be zero. It would take a very very long time to get to B. The rain keeps coming down and landing on his head. He would continue getting wet without limit.

In general, think of a diagonal line from A to the point above B where the raindrop is initially that will hit the ground when the person gets to B. Draw another diagonal parallel to that, for the person's head. The enclosed area is all the rain he will hit.

The infinite speed case is the smallest area. The area increases as the person moves slower.

===

Pallidin, that's a different question. Suppose we are equally wet after 10 seconds, but I'm at the door while brother is still getting rained on.
 

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