Correcting for room temperature and atmospheric pressure

AI Thread Summary
To convert 1 milligram of water to milliliters at room temperature and atmospheric pressure, it is known that they are equivalent at 3.93°C and 1013.25 kPa. However, the density of water changes with temperature, peaking just below 4°C, meaning that at higher temperatures, 1 mg of water will occupy slightly more than 1 ml. There is no specific law governing this relationship, as it is based on experimental measurements. Users are advised to consult a density table for water to understand the variations at different temperatures. The discussion emphasizes the importance of considering density changes rather than relying on a linear relationship.
iyun
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1. I would like to convert 1 milligram of water to mililitres at room temperature and atmospheric pressure
I know that they are equivalent at3.93 celcius and an air pressure of 1013.25kPa



Homework Equations



1mg=1ml at 3.93 celcius and 1013 kPa

The Attempt at a Solution



unsure
 
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iyun said:
1. I would like to convert 1 milligram of water to mililitres at room temperature and atmospheric pressure
I know that they are equivalent at3.93 celcius and an air pressure of 1013.25kPa



Homework Equations



1mg=1ml at 3.93 celcius and 1013 kPa

The Attempt at a Solution



unsure


ever heard of this formula:
PV=nRT?

use it! :redface:
 
oops... that was for gases lol

there might be some for liquids

try assuming that there's a linear relationship ...
so T1/something = T2/something
 
Look up a density table for water.
 
Im unclear on T1/something=T2/something
Theres just one temperature here -water at room temperature
thanks
 
You need a table of the density of water at different temperatures, the pressure is only going to have a very small effect.
There is no law for this as such it is an experimental measurement.
 
how does density play into the equation?
 
The density of water chnages with temperature in a rather unusual way.
The maximum density is at just under 4degC, hotter than that water expands slightly so your 1mg of water will take up slightly more than 1ml of volume at room temperature.
As I said there isn't a law predicting this although there are probably equations which are fits to the experimental data. It certainly isn't linear.
 
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