can this inflate a 60inch balloon?
891146
Not enough info about the 60" balloon. Did real well with 7-12" balloons were used but struggled to get started on the smaller balloons that are really designed for water. I suspect a 60" balloon would be heavier material and might be too little hard for this pump to stretch the material.
1221139
It certainly produces enough air to do that however the pressure could easily overinflated - pop- regular size balloons and it tends to get hot after about 10 minutes. Its terrific for pool toys and rafts
847935
It depends on how much air you pump it in. It can be inflated to 1 inch diameter easy. It's the same size as you see when vendors make balloon animals for kids on the street.
1364496
I have never done that, and I am not a golfer, but I would think not......It is great for inflating, but I doubt it would give enough volume to do that.
1468845
Maybe a whole 36-inch balloon, but I'd doubt it. It didn't fill anywhere near the 20 small balloons in the box, and a 36-inch balloon is going to require a large volume of helium.
594940
I would think not -- it doesn't provide a lot of air volume, just slow pressure of the type that can inflate tires or other inflatables.
1266586
No... It is not powerful enough, it is really for inflatable pool side toys which is what I got it to do for inflate and deflate each
2123782
Yes but only 50, I recommend buying a 300+ pack. The 50 is a great start though just for figuring it. I have used 4 different brands of balloons and all worked.
1772570
My husband filled it but I don't think so, as the main part of the tube area has a diameter of about 1 1/4". Ours also split at the seam within an hour of inflating it. Will be sending it back.
2270499
If the valve stem is a standard size it should work fine. I'm not thrilled with this particular inflator, primarily because the connector to the stem doesn't always stay on during inflation, I have to hold it with my free hand. Since purchasing this I discovered some inflators connect to the valve stem with threads rather than the clamp style, seems to me this would be much better.
1649102
Yes it is just like a balloon and as long as you have a source of air you can inflate it.
1952895
I would think so. I used it to inflate an exercise ball and it worked fine.
631950
Have used it to inflate t0 80psi but difficult to use at that pressure, maybe that Im a weakling
2248286
The pump is pretty powerful. Don't know if I'd use it on balloons. We used it to inflate toys for the pool.
1127189
Yes the best way to inflate this is by buying a small air pump, I have a coleman one that I bought at walmart for $20 that works perfect to blow up all our inflatables.(would take a long time to blow up by mouth :) )
527561
I would say a bicycle or other air pump is necessary to inflate this - DO NOT try to blow it up yourself, it won't be sufficiently inflated.
1238980
The equation for the volume of a sphere is: V=4/3 &#960;r^3 (that weird n should be "pie" as in 3.14159) Thus, the volume of a 60-inch in diameter (30-inch radius) sphere is as follows: V=4/3 &#960;&#12310;(30 in)&#12311;^3((&#12310;2.54 cm)&#12311;^3)/&#12310;(1 inch)&#12311;^3 (1 mL)/&#12310;(1 cm)&#12311;^3 (1 L)/(1000 mL)=1853 Liters But, the volume of the balloon will depend on the pressure required to fill the balloon because the recoil force of the balloon will increase as the diameter increases. Basically, the pressure inside the balloon will be much higher than the surrounding air pressure. And the balloon pressure will increase significantly as the balloon diameter increases and approaches its burst pressure. So, the equation will be: (P1 (at sea level))/(P2 (needed to fill the balloon) )=V2/(V1(at sea level)) I work with angioplasty balloons (those used to treat blood vessel narrowings) daily and the burst pressure in those balloons is between 8 and 25 atmospheres for compliant and non-compliant balloons. This balloon is a compliant balloon (meaning that it changes shape with various pressures), so I would guess that the burst pressure is less than 8 atmospheres - probably more like 4 atmospheres. Thus: Volume =(4 atm)/(1 atm) x 1853 L=7,400 Liters (at atmospheric pressure) But, no fear, you don't have to fill the balloons to full capacity. By filling the balloons to only 40 inches in diameter, the volume and pressure will be substantially less. By my calculations, only 1100 Liters. As far as this information, you know what they say about experts: They know more and more about less and less until they know everything about nothing.