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<blockquote data-quote="imhotep" data-source="post: 29208648" data-attributes="member: 562115"><p>Take a look at the video below. Air from the smaller balloon goes into the larger one, increasing its size. This is because the pressure is higher in the smaller balloon.</p><p></p><p>[MEDIA=youtube]1ftn09RBv74[/MEDIA]</p><p></p><p></p><p></p><p>Assuming the balloon is spherical (usually it is) the relationship between the Pressure & the Radius is governed by the equation...</p><p></p><p><a href="https://imgbox.com/lYsfwnhK" target="_blank"><img src="https://thumbs2.imgbox.com/76/c7/lYsfwnhK_t.jpg" alt="" class="fr-fic fr-dii fr-draggable " style="" /></a></p><p></p><p>where</p><p>P = internal pressure n/m^2</p><p>P0 = initial pressure</p><p>C = constant unique to the baloon</p><p>r0 = initial radius (m)</p><p>r = current radius (m)</p><p></p><p>This is the equation which causes the graph (pressure sensor) on the video. The pressue reaches a peak, then lowers and becomes near steady. The equation is only accurate to radii of nearly 2.5r0.</p><p>Also you might have noticed when blowing up a balloon - when you first start to blow, it can be extremely hard to inflate. This is because you have a small radius and the pressure increases rapidly.</p><p>The internal pressure reaches it's peak at 1.38r0. Theoretically drop to zero (or P0) as r ---> ∞</p><p></p><p>PS: [USER=578727]@mirissanew[/USER] - Note</p></blockquote><p></p>
[QUOTE="imhotep, post: 29208648, member: 562115"] Take a look at the video below. Air from the smaller balloon goes into the larger one, increasing its size. This is because the pressure is higher in the smaller balloon. [MEDIA=youtube]1ftn09RBv74[/MEDIA] Assuming the balloon is spherical (usually it is) the relationship between the Pressure & the Radius is governed by the equation... [URL='https://imgbox.com/lYsfwnhK'][IMG]https://thumbs2.imgbox.com/76/c7/lYsfwnhK_t.jpg[/IMG][/URL] where P = internal pressure n/m^2 P0 = initial pressure C = constant unique to the baloon r0 = initial radius (m) r = current radius (m) This is the equation which causes the graph (pressure sensor) on the video. The pressue reaches a peak, then lowers and becomes near steady. The equation is only accurate to radii of nearly 2.5r0. Also you might have noticed when blowing up a balloon - when you first start to blow, it can be extremely hard to inflate. This is because you have a small radius and the pressure increases rapidly. The internal pressure reaches it's peak at 1.38r0. Theoretically drop to zero (or P0) as r ---> ∞ PS: [USER=578727]@mirissanew[/USER] - Note [/QUOTE]
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