In a message dated 6/16/00 3:28:42 PM EST, [email protected] writes:

<< Ammonia 1N = 11.6
 Ammonia .1N = 11.1
 Ammonia .01N = 10.6
 
 NaOH 1N = 14
 NaOH .1N = 13
 NaOH .01N = 12
 
 HCL 1N = .1
 HCL .1N = 1
 HCL .01N = 2
 
 The ph is a log scale.  In the case of ammonia a 100 to 1 change in 
concentration
 gives only a 10% change in the ph.

Marshall: I think this example is misleading because at very high pH ammonium 
hydroxide is only partially dissociated. We are at the other end of the 
spectrum where there is TOTAL dissociation of these species if, in fact they 
are present in any significant concentration (which I seriously doubt). Under 
these conditions, a 10:1 dilution brings the pH ONE UNIT closer to 7 from 
either direction.
 
 For most purposes pH can be equated to the negative logarithm of the 
hydrogen ion
 activity.
 
 From General Chemistry 6th edition:
 
 "Mixtures of weak acids and their salts or mixtures of weak bases and their 
salts
 are called buffer solutions. They resist a change in hydrogen-ion 
concentrations
 upon the addition of small amounts of acids or bases.  An example of a buffer
 solution is a mixture of .1M acetic acid and .1M sodium acetate.  The ;pH of 
the
 solution may be found as follows (I don't now how to key this stuff in :< ).
 
 This subject is really rather complicated, and I would suggest obtaining a
 college chemistry book and reading the section on pH.  It is beyond my 
ability to
 totally understand it myself, and certainly to try and explain it.
 
 There is one interesting reference in here that touches on what has been
 discussed before:
 
 Water in equilibrium with the air contains 4.4X10^-5% by mass of carbon 
dioxide.
 The resulting carbonic acid H2CO3, gives to the solution a hydrogen ion
 concentration about 20 times larger than that of pure water, or 2.0X10^-6 as
 compared with 1.0X10^-7. thus the pH is:
 
 pH = -log[H+] = -log(1.34X10^-3) = -( log 2.0 + log 10^-3) = -(0.127 - 3.00)
 =2.873


 Thus according to this reference if you let pur water sit in the air, it will
 absorb carbon dioxide and end up with an acid ph of slightly under 3!

Marshall: No way can carbonic acid reduce the pH under 3!. Test the pH of 
soda water which is UNDER CO2 PRESSURE. Want to take bets on the pH you'll 
find?
A pH under 3 probably wont give you stomach pains though because it would 
probably be completely consumed burning up your esophagus.
 
Roger


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