Finding Speed of Space Shuttles & Submarines

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The discussion focuses on calculating the speeds of space shuttles and submarines. The space shuttle requires significant tangential velocity to maintain orbit, which can be calculated based on its altitude. In contrast, submarine speed is influenced by hydrodynamic drag and engine output, with calculations depending on specific measurements like frontal area and drag coefficient. Additionally, submarines must consider both water speed and ground speed, as external currents affect their actual movement through water. Achieving the shuttle's speed relies heavily on the massive amount of fuel used during launch, highlighting the immense force required for orbital entry.
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How do you find...

Im wondering whether how you find the speed of
a) space shuttle

and

b) submarines?
Any answer will be appreciated :smile:
 
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The space shuttle must have a large enough tangential velocity to keep it in orbit. The velocity of a satellite in a circular orbit at a known altitude can be easily calculated:

http://hyperphysics.phy-astr.gsu.edu/hbase/orbv3.html

The velocity of a submarine, however, is up for grabs. The submarine could, of course, just stop and sit still.

The maximum speed that a submarine can reach will be the point where its engine output (in horsepower, for example) equals its losses due to hydrodynamic friction (drag). This assumes, of course, that the submarine's hull is capable of handling that kind of drag and so on. If you know the frontal area and drag coefficient of the sub, plus its maximum engine output, the top speed is also easy to calculate. You could probably look up the drag coefficient for a hemispherical front-end, which I believe most subs have. These kinds of things are difficult to calculate accurately without a lot of very specific, detailed measurements.

http://hyperphysics.phy-astr.gsu.edu/hbase/airfri2.html#c2

- Warren
 
ok. I see...
If such speed is attainable, so how does technology achieve such speed? :confused:
 
It's also important to bear in mind that speed is always relative. This may not be terribly important for the shuttle, but it is a significant factor for the sub. Because a submarine travels through a fluid medium, much like aircraft, it has two important speeds to be calculated; water speed and ground speed. For example, if a submarine is traveling through a part of the ocean in which there is a prevailing current that moves eastward at approximately seven knots, and the sub shows a water speed of 30 knots with the heading of East, the sub is actually traveling eastward at a speed of 37 knots relative to the ocean floor, or the nearest landmass. Just like a crosswind can blow an airplane off course, currents in the water are significant factor that must be calculated when navigating a submarine.

I assume this:
Unreal said:
ok. I see...
If such speed is attainable, so how does technology achieve such speed? :confused:
is in reference to the shuttle speed. Truth is, this velocity is achieved through sheer brute force. When a rocket is sitting on the launch pad, something like 80-90% of its total weight is just fuel. So, for every one pound of spacecraft that makes it into orbit, eight or nine pounds of high explosive has been blown up underneath the payload to get it up there.
 
So I know that electrons are fundamental, there's no 'material' that makes them up, it's like talking about a colour itself rather than a car or a flower. Now protons and neutrons and quarks and whatever other stuff is there fundamentally, I want someone to kind of teach me these, I have a lot of questions that books might not give the answer in the way I understand. Thanks
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