Experimental Buffer Capacity Calculation

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Buffer capacity is the ability of a buffer solution to resist changes in pH upon the addition of an acid or base. To calculate buffer capacity, the formula used is the moles of NaOH added divided by the change in pH (ΔpH) and the volume of the buffer solution. The discussion emphasizes that buffer capacity can be defined in various ways, and users can choose a definition that suits their experimental context. A typical approach is to consider the amount of base required to change the pH of 1 liter of buffer by 1 unit. Additionally, the normal range for buffer capacity values is not strictly defined, but tools like ChemBuddy's Buffer Maker can help visualize and understand typical values through simulations.
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I know that buffer capacity is defined as the ability of a buffer to resist pH change. I'm trying to calculate the buffer capacity of my buffer. I added NaOH to it until a significant change in pH, usually about 2 units. So when I calculate, should I do

exp. buffer capacity = (moles NaOH / \Delta pH )/ volume of buffer used

i'm basing this formula on this website: http://www.chemicalforums.com/index.php?topic=20361.0

also, if you could give a clearer definition of buffer capacity in terms of experiments and how it should be calculated, that would be great. right now, I'm looking at it as the amount of base needed to change the pH of 1 L of the buffer by 1 unit.

Thanks!
 
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There are many possible formulations of buffer capacity definition. As there is no one obligatory definition, recognized by everyone, it is up to you to decide which one you will use.

My favorite is the one explained at ChemBuddy buffer capacity page.
 
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Likes ELiT.Maxwell
Thanks!

what is a normal range for the buffer capacity? like, what kind of values do we normally see?
 
Download Buffer Maker from ChemBuddy page, it has a 30 days free trial, so you don't have to buy it - and play with the program. When you use it to design a buffer it shows a plot of buffer capacity, it should give you some idea about numbers involved.
 
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