Why don't fluorescent bulbs blow up when electricity is connected?

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Discussion Overview

The discussion centers around the question of why fluorescent bulbs do not explode when electricity is connected. Participants explore the physics of gas behavior under electrical conditions, the role of ballasts, and the nature of light emission in fluorescent lamps. The conversation includes theoretical considerations, technical explanations, and some personal insights.

Discussion Character

  • Exploratory
  • Technical explanation
  • Conceptual clarification
  • Debate/contested
  • Mathematical reasoning

Main Points Raised

  • Some participants suggest that the gas inside fluorescent bulbs heats up to plasma, raising concerns about pressure and potential breakage of the glass.
  • Others clarify that the gas pressure inside fluorescent lamps is very low, around 0.3% of atmospheric pressure, which mitigates the risk of explosion.
  • It is noted that ballasts are essential for controlling the current and, consequently, the temperature and pressure within the bulb, preventing dangerous conditions.
  • Some participants argue that the transition to plasma does not necessarily lead to high pressure due to the low initial gas pressure and the function of the ballast.
  • A few participants discuss the nature of light emission, emphasizing that it results from energy transfer rather than solely from temperature increases in the gas.
  • There are calculations proposed regarding the maximum current and power dissipation in the gas column, with some participants expressing uncertainty about the results and inviting further exploration.
  • Concerns are raised about the potential for current overloads if a ballast is not used, but it is emphasized that explosions are not a characteristic of gas discharge lamps.
  • Participants engage in a side discussion about the terminology used in calculations and the relevance of precise numbers in understanding the phenomena involved.

Areas of Agreement / Disagreement

The discussion features multiple competing views on the mechanisms at play in fluorescent bulbs, particularly regarding the role of temperature, pressure, and current. There is no consensus on all aspects, as participants present differing interpretations and calculations.

Contextual Notes

Some claims rely on assumptions about gas laws and the behavior of ionized gases, which may not be universally agreed upon. The discussion includes varying levels of technical detail and speculative calculations that have not been definitively resolved.

Who May Find This Useful

This discussion may be of interest to individuals studying physics, electrical engineering, or anyone curious about the operation of fluorescent lighting and the principles of gas behavior under electrical conditions.

supak111
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Why don't fluorescent bulbs blow up when electricity is connected? My understanding is that gas inside heats up to plasma to make light. Wouldn't the heat of plasma expand the gas, add extra pressure and the pressure would break the glass? Maybe super low pressure inside the bulb to start with?
 
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I'm a noob myself, so I'm not sure about your question. However, I got this off Wikipedia:

"A fluorescent lamp tube is filled with a gas containing low pressure mercury vapor and argon, xenon, neon, or krypton. The pressure inside the lamp is around 0.3% of atmospheric pressure." http://en.wikipedia.org/wiki/Fluorescent_lamp
 
Yea I found that after my post too. .3% is really nothing, this means most fluorescent bulbs are basically empty vacuum with tiny tiny bit of gas.

Aaaand they all use ballasts, which basically controls how much electricity goes through the bulb. So I'm guessing here since the electricity is limited so is the temp/pressure inside the bulb. In other words, ballast is controlling pressure inside the bulb indirectly. Which keeps the pressure from exceeding the pressure at which the bulb glass would blow up.

Learn something new everyday
 
supak111 said:
Yea I found that after my post too. .3% is really nothing, this means most fluorescent bulbs are basically empty vacuum with tiny tiny bit of gas.

Aaaand they all use ballasts, which basically controls how much electricity goes through the bulb. So I'm guessing here since the electricity is limited so is the temp/pressure inside the bulb. In other words, ballast is controlling pressure inside the bulb indirectly. Which keeps the pressure from exceeding the pressure at which the bulb glass would blow up.

Learn something new everyday

Without a ballast, the fuse would blow or the glass envelope would melt before the gas pressure became 'explosive'. Try working out the temperature you need to raise gas that starts at 0.3% AP before it would reach, say 2AP. (Assume the gas laws apply)
 
Not everything "blows up" when you add pressure. The neon light bulb is strong enough to withstand the slight increase in air pressure inside it.
 
Yes but tuning something into plasma isn't a slight increase in temp, its huge so the pressure would be huge too. But the use of a ballast to limit current and use of super low pressure in tubes explains why no booom!
 
supak111 said:
Yes but tuning something into plasma isn't a slight increase in temp, its huge so the pressure would be huge too. But the use of a ballast to limit current and use of super low pressure in tubes explains why no booom!

I don't think the limit would be due to temperature-related pressure. It would be blown fuses long before that happened. You'd be limited, briefly, to an arc power of around 1.5kW in any domestic lighting circuit. That's not many Joules in the short time a fuse takes to operate.

But, of course, as you say, that's what the ballast is there for.
 
supak111 said:
Why don't fluorescent bulbs blow up when electricity is connected? My understanding is that gas inside heats up to plasma to make light.

This is too much of a simplification. The emission isn't due to the temperature of the gas, it's due to the transfer of energy from the current in the ionised gas (which does not have to be particularly hot) to the electronic orbitals of the mercury vapour and the fluorescent material. These electrons then fall back to lower energy orbitals and emit in the visible light.
 
MikeyW said:
This is too much of a simplification. The emission isn't due to the temperature of the gas, it's due to the transfer of energy from the current in the ionised gas (which does not have to be particularly hot) to the electronic orbitals of the mercury vapour and the fluorescent material. These electrons then fall back to lower energy orbitals and emit in the visible light.

Modern fluorescent lights produce UV which excites phosphors on the tube surface to produce broad band white(ish) light.

I have a feeling that there would be a limit to the current capacity of the column of gas - due to the number of available charge carriers - and hence the possible maximun power dissipation. I will try a back of a fag packet calculation to establish a ball park figure. Unless someone can do it first.
 
  • #10
I think sophiecentaur is right you have a given amount of mercury vapor which by the way is the current carrier in a gas discharge lamp not the gas itself because the voltages in a typical gas discharge lamp are not so high for them to make an arc that long over a gas like xenon and others.
So after the mercury vapor "burns out" the lamp can't start anymore or is failing after several seconds of operation.
Also using one without the ballast will in most cases result in a current overload which will burn out the mercury vapor and make the lamp useless again.
But even in these situations no explosion occurs a gas discharge lamp is not a grenade guys :)
 
  • #11
Is it OK to say 'fag packet' these days?
 
  • #12
sophiecentaur said:
Modern fluorescent lights produce UV which excites phosphors on the tube surface to produce broad band white(ish) light.

I don't think anything I said contradicts this.

Strictly speaking though, mercury has emission bands in the visible range.
 
  • #13
MikeyW said:
I don't think anything I said contradicts this.

Strictly speaking though, mercury has emission bands in the visible range.
I don't think I was contradicting you, either.
It is true that mercury vapour produces visible emissions. However, the light that is produced 'directly' is pretty unpleasant as a light source and plain old mercury lamps would only be used for high efficiency industrial lighting (and, I believe, the UV lamps that used to be available in Boot's the Chemist). It is the UV component that makes them suitable for domestic lighting because of the phosphors that are included these days. Iirc, the high power mercury lamps are of a fairly different construction to the domestic type - more along the lines of a mercury arc rectifier than a simple medium voltage fluo tube.
 
  • #14
BTW, Did a 'cigarette' packet calculation and I reckon that, even with the ions moving at c, with the density of (singly ionised) ions available, over a cross section of 1cm^2, you would limit at about 1800A. If you take into account the mean free path at that pressure and the application of only 200V total, I reckon the limiting current would be not many tens of amps because of the limited speed that the electrons can achieve in such a congested place.
That calculation was pretty rough and ready and I could be way out, of course. I may re-visit it when the mood takes me - or someone else could show just how wrong I could be. (Challenge)
I agree about the non-grenadelike nature of the process though!
 
  • #15
calculations are good ofcourse but this is one of those question to which you know the answer when you have atleast a basic understanding in physics and electricity.
 
  • #16
Crazymechanic said:
calculations are good ofcourse but this is one of those question to which you know the answer when you have atleast a basic understanding in physics and electricity.

umm. Not sure about that. The numbers really count in cases like this one, I think. The actual value of supply volts is highly relevant, for instance.
 

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