Velocity of Megastructures in Berlin Train Terminal

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SUMMARY

The discussion focuses on the velocity of two towers tipping over at the Berlin Train Terminal, specifically noting a speed of 6 meters per hour. This speed is identified as a linear velocity rather than an angular velocity. The calculation of this velocity can be derived using the formula V = ωR, where V represents linear velocity, ω is angular velocity, and R is the length of the tower. The choice of using meters per hour instead of meters per second is attributed to the slow nature of the movement, making it more comprehensible.

PREREQUISITES
  • Understanding of basic physics concepts, particularly velocity and angular velocity.
  • Familiarity with the formula V = ωR for calculating linear velocity.
  • Knowledge of how to measure physical dimensions, such as the height of structures.
  • Basic comprehension of motion dynamics in engineering contexts.
NEXT STEPS
  • Research the principles of angular velocity and its applications in structural engineering.
  • Explore the mechanics of tipping structures and stability analysis.
  • Learn about the measurement techniques for slow-moving objects in engineering.
  • Investigate case studies of megastructures and their design considerations for safety during movement.
USEFUL FOR

Engineers, physics students, and anyone interested in structural dynamics and the mechanics of large-scale constructions will benefit from this discussion.

arisu4
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Hello,

I recently watched a National Geographic, Megastructures documentary and I have a question, I thought posting it here would be a good idea :)

(its named "Berlin Train Terminal", the part I want to ask about is when they tip over two towers)

this is the image (I took a screen capture from the episode)
http://imageshack.us/photo/my-images/715/megastructuresberlintra.jpg/they say that the towers are moving at 6 metres per hour. (the speed of tipping over)

how is that numbered determined and measured? is it a specific king of velocity? (like angular, but I don't think angular v is measured in m/s, or in this case m/hr

Thanks a lot for any replies
 
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welcome to pf!

hello arisu4! welcome to pf! :smile:
arisu4 said:
… they say that the towers are moving at 6 metres per hour. (the speed of tipping over)

how is that numbered determined and measured? is it a specific king of velocity? (like angular, but I don't think angular v is measured in m/s, or in this case m/hr

it's probably the speed of the top of the tower …

as you say, m/hr must be an actual speed (not an angular speed) :wink:

(and they're using hr instead of s because that's easier to understand at such slow speeds)
 
That is the velocity measured for arc made in pitch circle of the tower when it is moving, which can be calculated from angular velocity if we know the length of tower by using the formula:

V= ωR
where,
V= velocity
ω= Angular velocity
R= length of tower
 

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