# From rope swinging

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## Ways To Make A Rope Swing

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### How to build a rope tree swing

OK, now we are back to the rope swing. There are some obvious things we can see from this which thankfully confirm common sense. To find the maximum, we take the first differential with respect to the angle and set this to zero to represent the turning point. A quick glance of photos on the internet shows that most real rope swings have quite a long rope in relation to their platform height. When you encounter a rope swing in the wild, the geometry is already determined for you. At the far extreme when the starting angle and release angle are the same , the distance travelled is the same, irrespective of the height of launch. Analysis I don't know about you, but I've had enough calculus for one day, so let's look at examining this equations numerically and see what we can determine. In the vertical plane, the component of velocity is initially upwards, then is decelerated by gravity. The second differential is negative, showing this point is a maximum turning point. The converse happens when h is negative if we were attempting to throw a rock up onto a shelf and get it the greatest distance away from the edge. The contestants are very skilled athletes. On this particular episode, one of these obstacles involved swinging on a rope from a raised platform with the intention of getting safely across a pit. The vertical distance is the height adjusted by geometry of the swing and and point of release of the rope. This is the optimal angle.

Hemp rope is an old classic, but can rot over time (confirmed by Wikipedia). Manilla rope is . For a rope swing I'd recommend polypropylene.

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*We're not concerned with the solution if were were able to tunnel through the cliff we are standing on backwards to water level the other way. If you let go here, you'll instantly be in the water and travel no further. I don't know about you, but I've had enough calculus for one day, so let's look at examining this equations numerically and see what we can determine. Below is a graph of one extreme, and is a plot of distance travelled based on the release angle. Plotting it out To help compare how things change, we'll look at normalizing all distances as a ratio of the length of the rope r. If there is a height difference, things get a little more complicated. A quick glance of photos on the internet shows that most real rope swings have quite a long rope in relation to their platform height. To find the maximum, we take the first differential with respect to the angle and set this to zero to represent the turning point. Let's see how these affect things. The difference in height between the start and release points determines the change in energy.*