Dies ist eine alte Version des Dokuments!


pH

pH-Wert
(potentia hydrogenii - „Stärke des Wasserstoffs“, „power of hydrogen“)

It declares the concentration of hydrogen ions in a solution and is defined as the negative decadic logarithm of hydrogen ion concentration.

pH and concentration

pH = -lg [H+]

Annotation: [H+] is the symbol for the hydrogen ion concentration.

calculated example

Neutral solution:

x = [H+] , ~~~~7 ~=~pH

doubleleftright ~~~~~~~~~~~~~ 7~=~ -lg (x) ~~~|~ :(-1)

doubleleftright ~~~~~~~~~~~~ -7 ~=~ lg (x) ~~~~|~ lg~solved

doubleleftright ~~~~~~~~~ 10^{- 7} ~=~ x ~~~~~~~~~~|~ T

doubleleftright ~~0.0000001 ~=~ x

or

when the solution of a hydrogen ion concentration amounts e.g. 10^{- 3}  ~ mol/l, then the pH value is 3.

classification

  • pH < 7 ~~~ signifies an acid solution ~~~(on a scale of 0 to 14)
  • pH = 7 ~~~ signifies a neutral solution
  • pH > 7 ~~~ signifies an alkaline solution (on a scale of 0 to 14)


Implication:

So, the closer the pH to the pH of 7, the lower the strength of the acid or the alkali respectively.

Examples:

  • ordinary hydrochloride acid has the pH value of 0 (acid).
  • ordinary potassium hydrochloride solution has the pH value of 14 (alkali).
schule/ch/bili/ph.1527680679.txt.gz · Zuletzt geändert: 2018/05/30 13:44 von ahrens
CC Attribution-Noncommercial-Share Alike 4.0 International
Driven by DokuWiki Recent changes RSS feed Valid CSS Valid XHTML 1.0