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Rate of Bubble Expansion

01/15/2015 10:37 AM

Is there a formula for calculating the rate of a bubble rising thru liquid;for instance an

air bubble (normal atmospheric composition of gases) through water (distilled,at a

constant temperature. throughout the column of water), and at a fixed external

pressure.

By rate,I mean the increase in volume, and area,plus the increase in velocity of the

bubble through the water.

Any help on this will be greatly appreciated.

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#1

Re: Rate of bubble expansion

01/15/2015 10:48 AM

Moonshiners check the quality of their liquor by watching the bubble rise after shaking, but I don't have a clue.

I see a ton of variables to deal with.

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#3
In reply to #1

Re: Rate of bubble expansion

01/15/2015 11:16 AM

Checking Viscosity, I don't think that can be done with air bubbles. maybe a steel ball being dropped. Accuracy would be an issue.

Other than that don't know what is meant by bubbles, but a form of a hydrometer. Like a radiator coolant tester comes to mind.

and when the op talking about flow rates..... the only otherthing comes to mind is a Rotameter that does fluid flow rates

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#7
In reply to #1

Re: Rate of bubble expansion

01/15/2015 4:23 PM

Actually, the bootleggers look at where the bubble rests on the surface line of the liquid

The higher the bubble,the higher the proof.

'Nuff said.

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#8
In reply to #7

Re: Rate of bubble expansion

01/15/2015 10:48 PM

More likely the moonshiners than the bootleggers.

--Ed. Crankshaft

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#13
In reply to #8

Re: Rate of bubble expansion

01/16/2015 7:11 AM

bootleggers are race car drivers...

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#15
In reply to #13

Re: Rate of bubble expansion

01/16/2015 9:37 AM

All bootleggers are race car drivers,but not all race car drivers are bootleggers.

In my neck of the swamp,bootlegger and moonshiner are used interchangeably.

Some used to bootleg liquor,some used to bootleg cigarettes.

The newer generations have moved onto wacky-'backy.

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#16
In reply to #15

Re: Rate of bubble expansion

01/16/2015 9:42 AM

some became politicians... and created a dynasty

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#21
In reply to #16

Re: Rate of bubble expansion

01/16/2015 11:24 AM

Hey! I didn't mention the Kennedy's!

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#22
In reply to #16

Re: Rate of bubble expansion

01/16/2015 11:26 AM

"We hang the petty thieves,and elect the great ones to office"

Quote from an ancient Roman.

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#11
In reply to #7

Re: Rate of bubble expansion

01/16/2015 2:06 AM

Yes. Like farting in a bath........the higher the bubble, the greater the stench. But if you can bear the smell, and have a stopwatch, you could gather some enlightenment on the subject. Could be dangerous though...windows open and no smoking allowed!

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#2

Re: Rate of bubble expansion

01/15/2015 10:54 AM
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#4
In reply to #2

Re: Rate of bubble expansion

01/15/2015 12:01 PM

Thanks Solar Eagle!

Those are great links! Thanks a lot!

I have nibbled at them cursively,and will make a meal of them later.

Digestion of the data may take a while longer,but it will be assimilated

But there is one piece of information that I did not see,and perhaps I overlooked it in

my skimming of the links.

The Acceleration of the bubble.The "G" force if you were inside the bubble.

Any ideas?

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#5
In reply to #4

Re: Rate of bubble expansion

01/15/2015 1:30 PM

Yes it's covered I think....I saw some graphs dealing with it, or at least some aspects of it....

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#6
In reply to #5

Re: Rate of bubble expansion

01/15/2015 4:20 PM

Kinda looks like a plot of the Hubbell expansion,eh?

Maybe we are on the surface of a bubble,and expansion is a result of external as well as internal forces:

Reduction of outside "pressure"(what ever that is) and internal forces.

Since the energy density of the universe seems to remain constant, there must be a

source of energy from within our bounded universe.

If there were such a thing as the opposite of a black hole, (an UN_Black hole,not a

white hole) it would scatter energy as widely as possible,uniformly,throughout our universe.

It would not be detectible,because it would be uniform in all directions.

All of the matter pulled into the singularity would be converted ultimately to

energy,leaving behind the only remnant of matter,it's gravity,the "bullet hole" so to

speak as it passed through.

I realize I am out of my depth here,and I don't have the math skills to back it up.

Perhaps someone else can either squash this idea or carry it further.

Either way, I will have learned from it.

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#10
In reply to #6

Re: Rate of bubble expansion

01/16/2015 1:18 AM

Hi HTRN, I'm afraid I see no correspondence between Hubble expansion an the bubble terminal velocities vs. bubble size in the graphs.

Our observable universe is a kind of "bubble in space" with us at the center, not at the 'surface'. You may have been misled by the balloon-analogy, where all of 3-D space is depicted on the 2-D surface of a balloon, so that there is a fictitious dimension into which the balloon can expand. Our observable universe is then a circle on the balloon surface, with us at the center.

Another thing that may mislead is the occasional depiction of the 'multi-verse' as a number of expanding 'bubbles' in a sort of hyper-space. Those bubbles are not even close to anything resembling expanding bubbles in a fluid and they are purely hypothetical. There is no present observational indication that the cosmos might work that way, i.e. that it's a multi-verse.

All this said, the forces for cosmic expansion are thought to be all 'inside', e.g. gravity, cosmological constant, electromagnetic and the strong and weak nuclear forces. The first two are dominating the large scales, the last two dominate the small scales (or at super-high densities) and the 'middle child' works everywhere.

Presently the cosmological constant wins over all the others and we have the observed accelerated expansion, depicted here as the scale factor (a). This is the normalized expansion curve of any large scale population of galaxies.

Graph from LightCone 7 Tabular Cosmological Calculator

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#14
In reply to #10

Re: Rate of bubble expansion

01/16/2015 9:29 AM

Thanks Jorrie for your time.

If the energy density is constant,then the total energy must be internal to give this effect.

I agree with that aspect.

Could the conversion of matter-to-energy by black holes account for this amount of energy?

Also, might energy be induced into our universe by unknown outside

forces,analogous to a transformer secondary?

I am not saying the force is electromagnetic in nature,or we would have probably

detected it by now,but a presently unidentifiable form of energy(Dark energy);

could Dark Energy have it's source from outside of our universe?

I realize I am totally out of my pool of knowledge here,and I am simply dog-paddling

in an ocean of mystery.

Thanks for your help and feedback.

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#18
In reply to #14

Re: Rate of bubble expansion

01/16/2015 10:39 AM

Hi HTRN;

In order to not sidetrack this interesting thread, I'll start a new one with some answers to your cosmological questions.

-J

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#19
In reply to #18

Re: Rate of bubble expansion

01/16/2015 10:58 AM

L. Krauss, I seen once discussing such a universe like bubble(flat and what so ever)

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#12
In reply to #4

Re: Rate of bubble expansion

01/16/2015 5:00 AM

I also had a cursive (or even cursory!) look and links appear to deal with terminal velocity so no acceleration. As I'm sure you've realized, rising bubble will expand so velocity increase, but if the liquid surface is at atmospheric pressure it would need a fair change in depth to give significant pressure change. As a first approximation, I suppose you could estimate rise velocity at the starting depth and dia, then new dia at higher level due to expansion, hence velocity at that point. Rise/average velocity gives time and acc = velocity change/time. More detailed calc likely to need some calculus but with the inherent uncertainly may not be worth the trouble!

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#20
In reply to #2

Re: Rate of bubble expansion

01/16/2015 11:21 AM

In the experiments in their study, (from your link) they equated the volume of the bubble to a sphere of the same volume.

This is not really a totally honest comparison due to differences in resistance through

the water and vortex shedding that would occur with a sphere.

Consider a bubble,contained in a spherical,flexible membrane,at a great depth and

pressure, that begins with atmospheric pressure,and is then lowered to 100 meters

of water column,without interference with the containment walls,in static water

column.

You know the volume of the sphere at the surface,so calculating the volume at any

diameter would be simple.

Timing would be accomplished in the same manner as the study,unless you were able

to incorporate sonar to detect speed.

Compare it to a hollow sphere of the same volume,like a ping pong ball, released at

the same instant from the same depth.

If there was a method of marking the air molecules in contact with the water, in a

free bubble, I believe the outer surface is constantly shedding towards the

bottom,and the interior molecules are "sliding" past them on the way up.

The outer surface provides a sort of lubricant for the internal molecules.

This molecular movement might even be detectable as heat with the proper equipment.

I know the temperature should be decreasing as the pressure decreases,but I think

there would be a deviation from the ideal calculation.

Minute, I am sure,but it should be there.

I realize this temperature difference would be hard to measure with water being such

a good thermal conductor,and I don't know how it could be done,aside from placing a

sensor within the bubble.

Just thinkin'.

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#9

Re: Rate of Bubble Expansion

01/15/2015 11:45 PM

In the perspective of Thermodynamics, its quite complicated.

Static Pressure of Water should be equal to the Pressure inside the bubble.

dPwater = ρgdH; dPbubble= F/dAinside lateral area of sphere = mRT/dVsphere --say air is ideal gas. or = const/dVsphere for polytropic gas.

Fbouyant - W - Fdrag = mair abubble

dvbubble rising = (Fbouyant-W-Fdrag)dt/mair

Drag and Bouyant Force is a function of Volume. Mixed it up all from Pressure above and you got your relationships right there and a glass of beer and lots of bubbles in it

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#17

Re: Rate of Bubble Expansion

01/16/2015 10:03 AM

are you looking for stokes law?

http://en.wikipedia.org/wiki/Stokes%27_law

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#23

Re: Rate of Bubble Expansion

01/21/2015 4:17 PM

By your definition of the problem, no single mathematical statement can accomplish all that you want. You would have better luck at the drive-thru of MacDonald's

Now if you would allow several equations, then you already have what was sought, as presented by Solar Eagle. I will not repeat.

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#24
In reply to #23

Re: Rate of Bubble Expansion

01/22/2015 6:51 AM

Agreed. For one thing we don't know what bubble size is being considered. With very small bubbles pressure due to surface tension could be significant.

Don't get the MacDonald's joke though

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#25
In reply to #24

Re: Rate of Bubble Expansion

01/22/2015 8:31 AM

Personally, I hate it when I don't get the joke... so here's a xconsolation joke for you. Hope it's fresh !

At a world brewing convention in the States, the CEOs of various brewing organizations retire to the bar at the end of the day.

Bruce, CEO of Fosters, shouts to the barman:

'InAustralia, we make the best bloody beer in the world, so pour me a Fosters, mate.'

Bob, CEO of Budweiser, calls out next:

'In the States, we brew the king of them all - gimme a Bud.

Hans steps up next:

'In Germany ve invented beer. Give me un Helles, ze REAL King of beers..'

Jan, chief executive of Grolsch, follows by stating that Grolsch is the ultimate beer and asks for one with two fingers of foam on top.

Norman, chairman of SAB, is next:

'Barman, give me a diet Coke with ice and lemon please.'

The other four stare at him in stunned silence, then Bruce asks: 'Aren't you going to have a Castle, Norm?'

Norman replies 'Well, if you guys aren't drinking beer, then neither am I.'

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#26
In reply to #25

Re: Rate of Bubble Expansion

01/22/2015 9:15 AM

I assume that refers to Castlemaine. You know why Aussies call it XXXX don't you?

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#27
In reply to #26

Re: Rate of Bubble Expansion

01/22/2015 9:18 AM

Not Castlemaine.. one of SAB's original brews, Castle Lager. I have no clue why Aussies refer to the other as xxxx. Strength, toxicity ?

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#28
In reply to #27

Re: Rate of Bubble Expansion

01/22/2015 9:50 AM

OK thanks, I assumed Castle was short for Castlemaine.

The reason they call it Castlemaine XXXX is because Aussies can't spell piss

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#34
In reply to #28

Re: Rate of Bubble Expansion

01/23/2015 2:04 AM
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#30
In reply to #24

Re: Rate of Bubble Expansion

01/22/2015 2:57 PM

Come to think of it, I don't get it either. I guess you can't get everything you want at Mc D's - or as Mick Jagger would sing: "you can't always get what you want...you can't always get what you want, but if you try sometime....you might just get what you need."

At least the coke at the Golden Arches will have bubbles rising, and you can ask them how fast they rise, how much they expand etc, just to be annoying.

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#29

Re: Rate of Bubble Expansion

01/22/2015 2:56 PM

Ok,you guys,you got me started.

Three cowboys,sitting around a campfire at night.

One is from Austrailia,one is from South America,the other one is from Texas.

The Aussie finishes his beer,throws the can up into the air,draws his pistol,and

shoots hole dead center of the can."Love that Bridge Road Beer,mate!" shouts the

jackaroo.

The South American finishes his beer,and throws his can up in the air,draws his

pistol and shoots a hole dead center in the can."I love that Cusquena brew,Amigo"

shouts the chalan.

The Texan,very calmly finishes his can of Old Milwaukee beer,lights a Chesterfield

unfiltered cigarette by striking a match on his face,throws the can into the

air draws his pistol slowly, and shoots the other two cowboys right between the eyes.

"Man, it just don't git no better than this."he said,as he stood there p****** on the

campfire,and stirring the hot coals with his pecker.

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#31
In reply to #29

Re: Rate of Bubble Expansion

01/22/2015 3:05 PM

So that's why I can't seem to keep friends!

I must be having a bad week, or I decided to not try to get into complicated maths (and my excuse is that my back pain is worse this week), but I suspect the answer to your query does indeed actually involve some pretty complicated math such as partial differential equations of the volume of motion of gas bubbles in a liquid medium. Especially in the light of possible calving of other new bubbles from the smaller original ones.

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#32
In reply to #31

Re: Rate of Bubble Expansion

01/22/2015 3:39 PM

I have noticed that the first bubble travels slower than the following bubbles that

follow in it's path.

They appear to be "drafting" the first bubble,and eventually will merge with the first

bubble.This would indicate eddy currents behind the bubbles to me.

A man can learn a lot by observing his wife's Prell bottle.

However,I have not been able to quantify my observations yet.

I realize the shampoo is very viscous,but perhaps by varying the dilution of the mix,

I may be able to get some usable data.

I have no idea what the info will be good for,except to appease my curiosity.

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#33
In reply to #32

Re: Rate of Bubble Expansion

01/22/2015 4:03 PM

If so, then is it really due to eddy current, or is something changing the actual dynamic viscosity of the fluid (Prell in your case)?

I have another two questions that probably deserves its own thread:

If one can produce a surface that is superhydrophobic, such that any contact of water droplets on it result in the water being shed completely off (as long as the surface is held at some minimal angle with respect to the droplet trajectory downward), and if now we bend that surface to form a perfect tube, can water flow through this tube (a) conduct heat well or not, and (b) is there a boundary layer to the flow?

If we have flat discs of the material and introduce water flow from the outer tangent that spirals around and exits through ports at the hubs of the discs (that are stacked with spacing on a shaft) can the fluid produce rotary motion of the discs through the boundary layer effect?

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#35
In reply to #29

Re: Rate of Bubble Expansion

01/23/2015 3:45 AM

I believe the motto of the Texas Rangers is - if you kill for money, you're a mercenary, if you kill for pleasure you're a sadist, if you kill for both you're a Texas Ranger.

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#36
In reply to #35

Re: Rate of Bubble Expansion

01/23/2015 7:53 AM

As a matter of record,I believe the unofficial motto is:

Unum Magnus Sanctum,Unum Ranger.

(One riot,one Ranger)

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#37
In reply to #36

Re: Rate of Bubble Expansion

01/23/2015 9:25 AM

It's been a long time since my classical education finished, but I wouldn't have recognised Magnus Sanctum as riot

Also I think it should be Unum Magnum Sanctum, Unus Ranger.

Does it mean the Ranger is controlling the riot, or started it?

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#39
In reply to #37

Re: Rate of Bubble Expansion

01/23/2015 10:27 AM

"One riot,One Ranger."

Meaning it only takes one Ranger to control one riot.

You are correct.Spell check no good for Latin.

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#40
In reply to #39

Re: Rate of Bubble Expansion

01/23/2015 12:00 PM

OK thanks, you and JS #38. Interesting story!

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#41
In reply to #39

Re: Rate of Bubble Expansion

01/23/2015 12:00 PM

There was also the story I was told by a Ranger of the "Battle of Borger, Texas". I have since forgotten the context, but it boils down to a skirmish between ranchers in the area (before the oil patch took over that area), as I recall. Apparently, it also had something to do with the local brothels, or saloons, numerous shootings, stabbings, and general melees in the town. The U.S. Cavalry had not much success, even with aiming their light howitzers at the town, but when that single Texas Ranger got off the train, it was pretty much over from there forward.

The only other town (or city) I recall having light cannon aimed at it by the U.S. Cavalry (post Civil War) was Salt Lake City. It was not done for protection of the general citizenry, but for other reasons, that I do not recall at the moment, but may have had to do with a dispute over railroad lands.

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#38
In reply to #35

Re: Rate of Bubble Expansion

01/23/2015 10:10 AM

Actually, the motto is on a statue of a famous Ranger at the Texas Ranger Museum in Waco, Texas. It reads: "No man in the wrong can stand up against a fellow that's in the right and keeps on a-comin'" was the motto of Texas Ranger Bill McDonald (1852-1918). It later became a motto for the Texas Rangers themselves.
McDonald was also basically the source of the saying: "One riot, one Ranger". The mayor of Dallas had apparently called for assistance from the Texas Rangers in stopping an illegal prize fight supported by the "Hanging Judge of Lantry", Roy Bean.

When McDonald got off the train alone, the Mayor queried him about the remainder of the troop, whereupon McDonald replied, "Hell, ain't I enough? There's only one prizefight!" The rest is history as we say. One of my grandfather's brothers was a Texas Ranger during the 1870's, so I will not allow any disparaging remarks against them. This is not to say there were some dark moments in the history of the Texas Rangers, but that also is history, and was dealt with.

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