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Author: Subject: Distilled water density
sbreheny
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[*] posted on 11-2-2014 at 21:30
Distilled water density


Hi all,

I keep noticing that when I weigh samples of the distilled water that I use (mostly from Target but sometimes from McMaster-Carr, gives similar results), I get slightly less weight per volume than I would expect. Today I did an experiment where I took three different 25mL volumetric flasks, weighed each one three times empty, then three times when full of water (bottom of the meniscus on the cal line), and averaged the readings for each flask and took the difference. I get the following densities for the water in the three flasks: 0.9943, 0.9935, and 0.9930 g/mL.

These are class A volumetric flasks calibrated for 20 C. The room was 19 C and the water was 19.7 C. My analytical balance shows a maximum possible error of 0.016% on a 150g cal weight (including the tolerance of the weight).

Pure water should be 0.998 g/mL. The difference between this and the result I get, while small, is several times larger than can be accounted for due to my sources of error.

Any idea what is up? Would there be enough impurities in distilled water to cause this much density change?

Thanks!

Sean
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chemrox
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[*] posted on 11-2-2014 at 21:42


dissolved CO2, N2 & O2



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sbreheny
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[*] posted on 12-2-2014 at 00:34


Thanks, chemrox. Based on a paper by NIST (Effect of Dissolved Air on the Density and Refractive Index of Water by Harvey, Kaplan, and Burnett), at 20 C this should only make 0.002 g/mL difference, which means an expected density of 0.996 - still 0.002 away which is still more than the sum of the effects of air buoyancy and analytical balance error, although it is getting much closer so maybe I need to be more careful with my error budget.

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sbreheny
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[*] posted on 12-2-2014 at 00:36


OOPS, no, I just made a big mistake. That paper says that the dissolved gasses should only make 0.002 mg/mL difference - totally in the noise, so no, the dissolved gasses do not explain what I am seeing.
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hissingnoise
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[*] posted on 12-2-2014 at 02:36


Don't forget the influence of pressure, temp. and R/H?

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blogfast25
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[*] posted on 12-2-2014 at 11:48


Seems to me the error is in line with what to expect from using volumetric flasks, as opposed to picnometers. Your average is 0.9936 or about 0.0044 off the listed value of 0.998. Times that by 25 and you get 0.11 g or about 0.1 ml.

I don't think you can expect much better even with Class A volumetric flasks.




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sbreheny
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[*] posted on 12-2-2014 at 13:24


hissingnoise: I have accounted for temperature in that I used the 20 C value for water density and my volumetric flasks were being used very close to their rated temp (19 C versus 20 C - should make a difference far less than I am seeing). Air buoyancy effect is not nearly large enough to cause this amount of error, either, so I don't see how pressure and RH would matter.

blogfast25: These volumentric flasks are rated +/- 0.03 mL. Also, the error is consistently the same sign across three flasks and the variation from flask to flask is small-ish compared to the overall discrepancy. It is clear that these volumetric flasks were individually calibrated because when you put them next to each other, they are all the same model number but their calibration marks are not at the same height.

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sbreheny
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[*] posted on 12-2-2014 at 13:28


I ordered a bottle of ultrapure HPLC-quality water and when it arrives I will try this again with that water.
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[*] posted on 12-2-2014 at 14:47


Have you considered the calibration of your balance? You say it reads well with a 150g calibration weight but is it a single point calibration or a span calibration? Have you checked what readings it gives with other standardised masses? Particularly in the region of what the volumetric and 25 mL water weighs (50-60 g?). Balances for cGMP use where I work undergo a seven-point calibration to account for such non-linearity.
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[*] posted on 12-2-2014 at 15:18
Ockham's Razor — User Error


From the descriptions, it sounds to me like your balance isn't properly leveled. Close one eye and look at the bubble from directly above to avoid parallax error when adjusting the leveling feet. The bubble must be dead center under the printed circle, or your weight values will read consistently low. In the diagram below, you want σ = W, θ = 0.

II_1_automatic3c.gif - 6kB vectors.jpg - 6kB

[Edited on 12.2.14 by bfesser]




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[*] posted on 12-2-2014 at 15:40


there is also the fact that he can never know exactly when the flask is filled to the line (assuming he is human)




all above information is intellectual property of Pyro. :D
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sbreheny
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[*] posted on 12-2-2014 at 23:22


Thanks for all the replies. I do agree that the most likely reason is some kind of user error or problem with the instruments. However, I do not yet see how.

Balance calibration: Unfortunately, the only cal weights I have are 150g, 500mg, and 100mg. The 500mg and 100mg are expensive class 1 weights and the 150g is a cheap class M1, but still supposed to be within 7.5mg. Here is what I get when I weight each one of these weights in sequence several times:

149.9832g, 0.4999g, 0.0996g, 149.9821g, 0.4998g, 0.0999g, 149.9822g, 0.5003g, 0.1000g

Balance levelling: the bubble is within the inner circle, although the place where I have the balance I cannot get my head directly above it because of cabinets above. However, to cause 0.004 scale error would require 5 degrees of tilt which would be clearly noticeable.

Filling the volumetric flasks: I can very easily tell the difference between being above or below the line to within one eyedropper drop with a dropper which is about 1/20 mL per drop, which would be half of the observed error. It would seem strange that I get it consistently wrong in the same direction, but maybe.
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[*] posted on 13-2-2014 at 02:45


To conclusively exclude sources of variation as the reason for your result you should repeat your experiment, but this time use the same flask for all measurements and repeat the entire procedure (each and every step of it from begining to end (filing etc)) for each measurement.
Then, calculate the average and standard deviation of your measurements and show that the difference is really statistically significant.
Once you have unequivocally shown that there is a significant difference in density, the discussion will shift to the WHY question.




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[*] posted on 13-2-2014 at 04:53


Quote: Originally posted by sbreheny  
I do agree that the most likely reason is some kind of user error or problem with the instruments.
. . .
Balance levelling: the bubble is within the inner circle, although the place where I have the balance I cannot get my head directly above it because of cabinets above. However, to cause 0.004 scale error would require 5 degrees of tilt which would be clearly noticeable.

Filling the volumetric flasks: I can very easily tell the difference between being above or below the line to within one eyedropper drop with a dropper which is about 1/20 mL per drop, which would be half of the observed error. It would seem strange that I get it consistently wrong in the same direction, but maybe.
I'll assume that you neglected to account for friction in your calculation of 5° tilt. If you can't get your eye directly above the bulb, use a mirror.

Another simple explanation; are you correctly reading the maniscus? Reading from the sides or from a high angle could account for your consistently low values.

volumetric_flask.jpg - 8kB meniscus.jpg.png - 7kB parallax.jpg - 11kB




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blogfast25
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[*] posted on 13-2-2014 at 05:54


Try using a pycnometer:

https://www.google.co.uk/search?q=pycnometer&rlz=1T4DSGP...




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[*] posted on 13-2-2014 at 08:16


An interesting distilled water-related situation I came across: I recently judged a science fair for middle and high schoolers, and one of the projects involved measuring condutivity of different drinks to find the relative amount of electrolytes they contained. In the experiment she claimed she got some conductivity from distilled water. If it was pure water, of course, it shouldn't conduct at all.

I haven't done this experiment myself, and it was a middle-schooler's project, so this is all hardly conclusive. Still, another interesting indication that "pure" distilled water from the supermarket might not be quite so pure.
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forgottenpassword
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[*] posted on 13-2-2014 at 09:02


Quote: Originally posted by sbreheny  
These volumentric flasks are rated +/- 0.03 mL

In which case, your density measurement is accurate to one significant figure of precision.
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[*] posted on 13-2-2014 at 09:31


Quote: Originally posted by forgottenpassword  
Quote: Originally posted by sbreheny  
These volumentric flasks are rated +/- 0.03 mL

In which case, your density measurement is accurate to one significant figure of precision.


I'm not sure I understand what you mean. 0.03 is much more than one sig figure out of 25mL, and certainly my balance is accurate to much more than one sig figure out of 25g, so the end result should have more than one sig figure of accuracy.
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sbreheny
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[*] posted on 13-2-2014 at 09:36


Quote: Originally posted by bfesser  
I'll assume that you neglected to account for friction in your calculation of 5° tilt. If you can't get your eye directly above the bulb, use a mirror.

Another simple explanation; are you correctly reading the maniscus? Reading from the sides or from a high angle could account for your consistently low values.



Regarding the meniscus, I am reading it at eye level by kneeling down, leaving the flask on the table, and aligning my eye with the calibration ring so that the entire ring appears as a line and then lining-up the very bottom of the meniscus with the line.

Regarding friction: are you referring to friction caused by the lateral component of gravity placing a sideways force on the bearings of the weigh platform? If so, then yes, I neglected that, but I think that should be a minimal effect because of the way the balance works. I believe that it applies a constant dithering motion (microscopically - you can hear but not see it) so that dynamic friction cancels out and static friction cannot occur because the platform is never truly stationary.
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[*] posted on 13-2-2014 at 09:40


Quote: Originally posted by MrHomeScientist  
An interesting distilled water-related situation I came across: I recently judged a science fair for middle and high schoolers, and one of the projects involved measuring condutivity of different drinks to find the relative amount of electrolytes they contained. In the experiment she claimed she got some conductivity from distilled water. If it was pure water, of course, it shouldn't conduct at all.

I haven't done this experiment myself, and it was a middle-schooler's project, so this is all hardly conclusive. Still, another interesting indication that "pure" distilled water from the supermarket might not be quite so pure.


Pure water still has some conductivity due to the equilibrium dissociation of water into OH and H3O ions. Also, the dissolved CO2 will contribute to conductivity. Finally, and I think this is the greatest source of error, you cannot use a normal multimeter to measure water resistance because the DC voltage used will begin to hydrolyze the water and cause an artificially-low resistance reading due to the extra ions produced. I think that you can get a fairly good measurement by using an AC resistance meter. The electrode material may be important, too.
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[*] posted on 13-2-2014 at 09:42


Quote: Originally posted by blogfast25  
Try using a pycnometer:

https://www.google.co.uk/search?q=pycnometer&rlz=1T4DSGP...


Doesn't that require a liquid of known density for comparison?
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[*] posted on 13-2-2014 at 09:45


Quote: Originally posted by forgottenpassword  
Quote: Originally posted by sbreheny  
These volumentric flasks are rated +/- 0.03 mL

In which case, your density measurement is accurate to one significant figure of precision.


Maybe another way to look at this is that 0.03mL is 30mg mass error. Out of 25mL, that is only about 1mg per mL of water. I am seeing an error of about 3.5 to 4mg per mL error.
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[*] posted on 13-2-2014 at 12:46


Quote: Originally posted by sbreheny  

Doesn't that require a liquid of known density for comparison?


Yes. It determines relative density of a liquid, usually relative to distilled water at 20 C.

So you weigh the flask empty, then filled with distilled water, determine the weight of the water, divide that number by itself (so you get 1.0000). Then multiply this by the tabled value for water density, and presto... problem solved! :D




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[*] posted on 13-2-2014 at 13:16


<strong>sbreheny</strong>, out of curiosity, are you stoppering the volumetric flask? Also, are you handling it with your bare (oily) hands?



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[*] posted on 13-2-2014 at 13:25


Quote: Originally posted by bfesser  
<strong>sbreheny</strong>, out of curiosity, are you stoppering the volumetric flask? Also, are you handling it with your bare (oily) hands?


Yes, I am stoppering them and no, I was handling the flasks with nitrile gloves. Also, I cleaned the flasks with acetone before using them and made sure they were completely dry before adding water.
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