Mirror box with 1 candela of luminous intensity light source

AI Thread Summary
The discussion centers on the use of a mirror box with a light source emitting 1 candela of luminous intensity, questioning how much light would be present inside given the mirror's 99.9% reflectivity. Participants emphasize that candela is not suitable for measuring the total light energy within the box, as it describes luminous intensity rather than total flux. The geometry of the box and the characteristics of the light source are crucial for accurate measurements, with suggestions that the box could act like a resonator, affecting energy density over time. The conversation also touches on the complexities of measuring light intensity in reflective cavities and the implications of resonance in both optical and radio frequency contexts. Ultimately, the consensus is that the total energy and its distribution depend heavily on the box's dimensions and reflective properties.
  • #51
I understand your question. If the mirrors were perfectly reflective and one meter apart, the 1000th reflection would show a candle 1 km distant. The question is not how good are your eyes. The point is the reflections diminish rapidly because of geometry.
 
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  • #52
hutchphd said:
I understand your question. If the mirrors were perfectly reflective and one meter apart, the 1000th reflection would show a candle 1 km distant. The question is not how good are your eyes. The point is the reflections diminish rapidly because of geometry.
yes and I'm trying to work out how many candelas worth of light into the eye there would be (on average, from all angles)
 
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  • #53
genekuli said:
candelas worth of light into the eye there would be (on average, from all angles)
This statement simply makes no sense.
The answer will be quite specific and involve the size and share of the box and your eye ( whose acceptance angle depends upon focus and iris size.)
So my answer is "ask an appropriate question"
 
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  • #54
genekuli said:
sorry, i am not having luck explaining the simplicity of this abstract question.
Sometimes, when people ask questions, they may not have set all the conditions perfectly and accurately. We can only do our best to do this.

But I think the description you posted in #1 already has enough basic guidance. When answering questions, just like me, we can add our own assumptions.
 
  • #55
hutchphd said:
This statement simply makes no sense.
The answer will be quite specific and involve the size and share of the box and your eye ( whose acceptance angle depends upon focus and iris size.)
So my answer is "ask an appropriate question"
maybe replace eye in my question, with a point. how many candelas are incident on a point in the box
 
  • #56
I'm happy that you think there is enough in #1, so have at it. I cannot even start.
 
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  • #57
genekuli said:
maybe replace eye in my question, with a point. how many candelas are incident on a point in the box
There is zero energy flux through a point since it has zero spatial extent.

If you mean "through a small region" then the answer depends on how big a region, where it is in the cavity, and what shape the cavity is. If you're interested in an actual practical scenario then you need to think about the absorbance of whatever sensor you have in the small region. You seem curiously reluctant to answer these questions, which makes me think you want a general answer. There isn't one.

If you are interested in cavities made from parallel plates then there are relatively straightforward tricks you can try, but it still depends on the answers to the questions above.

Finally, if you are actually asking about microwaves then the question is a lot more complicated since the waves are comparable in size to the cavity and simple analysis of radiated power from point sources just won't do.
 
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  • #58
genekuli said:
yes and I'm trying to work out how many candelas worth of light into the eye there would be (on average, from all angles)
genekuli said:
maybe replace eye in my question, with a point. how many candelas are incident on a point in the box
In order to focus the discussion and reduce possible misunderstandings, maybe we should try to use only the terms of luminous flux (lm), illuminance (lux, lm/m2) and luminous intensity (cd, lm/sr), they all have strict definitions in Photometry. The luminous flux (lm) in a light source is defined by the integral of the inner product of the luminous efficiency function and the spectral power distribution.

Of course, the simplest assumption is that the light source is located at the center of the sphere. In this case, we can expect that in a steady state, the illuminance and luminous intensity will be equal everywhere on the surface of the sphere. If the light source is not in the center of the sphere, the brightness distribution on the surface of the sphere will be uneven even in a steady state.

Maybe we shouldn't even mention the light meter, because this may cause another problem, namely the accuracy of the light meter, the reflectivity of the sensor surface of the light meter is different, which affects the overall balance and so on.
 
  • #59
In light (ha-ha) of the OP statement,
genekuli said:
actually i was trying to figure this out for RF
I would suggest that we abandon all arcane photometric terminology and strictly speak in radiometric terms. There will be much less baggage.
The OP was attempting to simplify the situation by opening Pandora's box.
As near as I can tell he wants to heat things in a microwave.

.
 
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  • #60
in RF, say that, on an receiving antenna, that a 1W RF transmitter source might induce 1mW. But inside a RF reflective (metal) enclosure, this same scenario might induce more than the 1mW on a receiving antenna because of the duplication of apparent radiation sources of the reflections? maybe it might induce near 1W?
 
  • #61
As has been said several times the answer depends upon the details. State a specific question: shape size material wavelength. Specific. This is physics not a debating society
 
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  • #62
it would be RF broadband 50MHz - 900MHz
in a 3m cuboid, 0.5 metal aluminium walls
 
  • #63
How is it fed? The wavelength then is .3 m to 6m. This is a waveguide problem and will change drastically over this band of frequencies. It may be very complicated. What precisely do you want to know?
 
  • #64
a 3m waveguide can do up to the 6m λ, so it will reflect all the frequencies concerned .
on an receiving antenna, that a 1W RF transmitter source might induce 1mW. But inside a RF reflective (metal) enclosure, this same scenario might induce more than the 1mW on a receiving antenna because of the duplication of apparent radiation sources of the reflections? maybe it might induce near 1W?
 
  • #65
It might. Of course it might not. Its complicated. See previous. I'm done.
 
  • #66
I am amazed at the number of attempted answers - why?
The question is flawed and can't be answered. As has been pointed out, candela are a measure of luminous intensity. More specifically, 1 candela = 1 lumen/ steradian.

The OP did not specify the solid angle over which the light source has a luminous intensity of 1 candela. A laser might emit over a solid angle of 1E-6 steradian, a uniform point source that emitted over all angles would emit over 4 pi steradians.

So in terms of luminous flux you could have anywhere from about 1E-6 to 12.566 lumens.

The real problem is that candela is a measure for a light source. You have a sealed box that doesn't let light out, so by definition it can't be a light source.

From the information the OP provided you can't even determine how many lumens are inside the box, so asking about luminous intensity is non-sensical. Ask a better question if you want an answer. Better yet, do a search on "integrating sphere equation." At least that would tell you how to ask the question (hint you have to specify the flux of the source). More importantly it would let you calculate the answer.

BTW: since lumens are a psychophysical unit you couldn't even determine the radiant energy inside the box.
 
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  • #68
Eric Bretschneider said:
I am amazed at the number of attempted answers - why?

People are trying to help. So far the OP wants to know how many candelas or maybe watts or maybe joules there are in an unspecified system involving light or maybe microwaves. People are guessing, but is it really any wonder we haven't guessed right yet? The OP is unhappy that the "wiz kids" haven't answered his question, but we're not mind readers. (Some of us, however, are very good guessers)

The OP is also starting multiple related theads - three or maybe four - asking similar questions. It's pretty clear he has a question in mind, but he doesn't want to come right out and ask it. It likely involves microwaves, but he's asking about light. I'm not sure why he thinks this secrecy and dancing around the real question will be helpful.
 
  • #69
Eric Bretschneider said:
Better yet, do a search on "integrating sphere equation."
Yes. This will likely be wildly inaccurate for the situation described but it is definitive and provides "scientific formula" which seems to be sufficient to the OP. In fact the following does a lovely job on the integrating sphere:

https://www.labsphere.com/site/assets/files/2551/integrating_sphere_theory_apps_tech_guide.pdf

.
 
  • #70
Vanadium 50 said:
People are trying to help. So far the OP wants to know how many candelas or maybe watts or maybe joules there are in an unspecified system involving light or maybe microwaves. People are guessing, but is it really any wonder we haven't guessed right yet? The OP is unhappy that the "wiz kids" haven't answered his question, but we're not mind readers. (Some of us, however, are very good guessers)

The OP is also starting multiple related theads - three or maybe four - asking similar questions. It's pretty clear he has a question in mind, but he doesn't want to come right out and ask it. It likely involves microwaves, but he's asking about light. I'm not sure why he thinks this secrecy and dancing around the real question will be helpful.
sorry new at this forum thing, the decorum is unfamiliar but this is more accurately what I'm trying to ask
 
  • #71
hutchphd said:
Yes. This will likely be wildly inaccurate for the situation described but it is definitive and provides "scientific formula" which seems to be sufficient to the OP. In fact the following does a lovely job on the integrating sphere:

https://www.labsphere.com/site/assets/files/2551/integrating_sphere_theory_apps_tech_guide.pdf

.
thank you, it is too advanced for me. but this is more accurately what I'm trying to ask
 
  • #72
i found the answer it is called an

"Integrating sphere"​

 
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