Jump to content



Featured Articles

Check out the latest featured articles.

File Library

Check out the latest downloads available in the File Library.

New Article

Product Viscosity vs. Shear

Featured File

Vertical Tank Selection

New Blog Entry

Low Flow in Pipes- posted in Ankur's blog

0

Electrode Potentials


2 replies to this topic
Share this topic:
| More

#1 Dudesons123

Dudesons123

    Gold Member

  • Members
  • 56 posts

Posted 10 June 2018 - 01:45 PM

Hi Everyone,

 

I am not entirely sure about my solution to question 10 (part c). I have briefly explained how I came up with my solution and the online source which gave me the answer to the question. The question, however, did not specifically say what the values of E and Eocell are. Your help will be greatly appreciated.

 

The answer to the question is available at 

http://compton.chem....wers&number=ten

 

(10) At 298 K and at one atmosphere pressure, the EMF, E, of the cell,

 

             Cd (amalgam)(4.6% Cd) | CdCl2 (aq) (c M) | AgCl (s) | Ag

 

varies with the concentration, c, of CdCl2 as follows

 

              c/10-3 mol dm-3    0.1087    0.1296    0.2144    0.3659

             E/V                        0.9023    0.8978    0.8803    0.8641                           

 

Write down the Nernst equation for this cell and, using a Debye-Huckel extrapolation procedure, deduce the cell EMF when both Cd2+ and Cl- are at unit activity in the solution.

 

      Under the same conditions, the EMF of the cell

 

             Cd (amalgam)(4.6% Cd) | CdCl(aq) (0.5 M) | Cd

 

is -0.0534 V. The standard electrode potential of the silver/silver chloride electrode is 0.2222 V. The standard electrode potential of the Cd/Cd2+ couple and the Gibbs free energy of formation, ∆GØf, of Cd2+​. The question

I am stuck on is the one where I have to determine the mean ionic activity coefficient of 0.2144 x 10-3 M CdCl2 (part c). The answer should be f±=0.701.

My solution:

From the equation below

E + {RT/F}ln{2c3/2} = E0cell - {3 RT/ 2F}ln{f±}

 

I substituted in what I think the values for the parameters are

0.8803+(8.313x298/96490)ln{2(0.2144x10-3)3/2}=0.559-{3 ((8.313)(298)/ 2(96490)}ln{f±}

 

Or by using the graph, knowing that c1/2=0.2144x10-3, we can find E + {RT/F}ln{2c3/2}=0.57277). From here, the Nernst equation can be used to find the mean ionic activity coefficient, f±.

 

Hence,

f±=0.700

 

Thanks.


Edited by Dudesons123, 11 June 2018 - 07:07 AM.


#2 Dudesons123

Dudesons123

    Gold Member

  • Members
  • 56 posts

Posted 11 June 2018 - 04:50 AM

Help will be greatly appreciated.



#3 Dudesons123

Dudesons123

    Gold Member

  • Members
  • 56 posts

Posted 13 June 2018 - 03:03 PM

Help me






Similar Topics