Calculating Volume of Solution After Adding Substance

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The discussion focuses on understanding the volume change when one substance is dissolved in another, specifically addressing the example of mixing alcohol and water or dissolving table salt in water. It highlights that the total volume after mixing does not equal the sum of the individual volumes due to interactions at the molecular level. The concept of partial molar properties is introduced, indicating that there is no universal method for calculating volume changes without experimental data. Density tables are essential for these calculations, but they are often limited to solutions with two components. A concentration calculator with built-in density tables for over 300 compounds is recommended as a useful tool for further exploration of these concepts.
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Could someone tell me the Google terms or where to look in a general chemistry textbook. I want to know the exact volume after one substance is dissolved into another. For example I know a liter of alcohol and a liter of water don't combine to make exactly two liters

Or let's say I have 1 liter of water I add 1 gram table salt. It dissolves and I have a saltwater solution with density of 1.001 Is the above exactly correct? Does the dissolved NaCl not add any volume?

If someone could give me a hint and how to find the details I'd be happy. I last took chemistry 25 years ago but I think we used approximate methods. I'm looking to know the physics involved.
 
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General answer: there is no general method that doesn't require experimental parameters.

The only way of doing the calculations is with the use of density tables. However, these rarely exist for solutions containing more than two substances.

See if my concentration calculator doesn't help (and the dilution calculator in particular). It has built in density tables for over 300 compounds (including some of the miscible ones, like ethanol), and you can add density tables at any time (assuming you will be able to find them). Note: these are all water solutions.
 
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