Astronaut's Kinetic Energy inside shuttle at liftoff

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SUMMARY

The discussion centers on the kinetic energy of astronauts inside the space shuttle during liftoff. It is established that kinetic energy is a function of velocity, not acceleration, meaning that at the moment of takeoff, the kinetic energy of astronauts is zero relative to an observer on the ground. The acceleration of the shuttle at liftoff is slightly less than the acceleration due to gravity, which further clarifies the relationship between acceleration and kinetic energy during this phase. The conversation also touches on the implications of kinetic energy concerning body heat, although this aspect requires further exploration.

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  • Understanding of Newtonian physics principles
  • Familiarity with the concepts of kinetic energy and velocity
  • Basic knowledge of acceleration and its effects
  • Awareness of relative motion in physics
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  • Study the relationship between acceleration and kinetic energy in detail
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ctamasi
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I'm writing a report on the principles of physics and their application to the design of the astronaut space suit helmet. I have to discuss various factors that must be accounted for when designing it, and also, how it protects the astronaut during liftoff and landing.

My question is a really simple question, but I can't remember what the answer is;

When the space shuttle is lifting off, its acceleration is obviously high, which means that its kinetic energy is also high;

\vec{v} = \vec{a}\Deltat

EK = \frac{1}{2}mv2

does this mean that the kinetic energy of the astronauts inside the shuttle is also high? And if so, does this high kinetic energy have anything to do with body heat?

Thanks a lot guys.
 
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ctamasi said:
When the space shuttle is lifting off, its acceleration is obviously high, which means that its kinetic energy is also high.
Kinetic energy is a function of velocity, not acceleration. The kinetic energy of an astronaut at the moment the shuttle takes off is exactly equal to that of a spectator on the ground watching the shuttle take off: Zero. (Relative to the Earth that is; since velocity is relative so is kinetic energy.)
 
Why do you say that the shuttle's acceleration is high? It isn't; at take-off, it's actually slightly less than the acceleration due to gravity.
 
Sorry I don't actually mean at the second the suttle lifts off, but what about during lift off, as its displacement is increasing. Or, what about when the shuttle passes through Earth's atmosphere?
 

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