Solubility with Activity: Find the concentration of the major species in a saturated aqueous solution of LiF. Consider these reactions:

LiFs֏Li++F-Ksp=Li+γLi+F-γF-LiFs֏LiFaqKionpair=LiFaqγLiFaqF-+H2O֏HF+OH-Kb=KwKaforHFH2O֏KwH++OH-Kw=H+γH+OH-γOH-

  1. Look up the equilibrium constants in the appendixes and write their pK values. The ion pair reaction is the sum of localid="1654945209684" LiFs֏Li++F-from the Appendix FandLi+֏LiFaqfrom Appendix J. write the equilibrium constant expressions and the charge and mass balance.
  2. Create a spreadsheet that uses activities to find the concentration of all species and the ionic strength. Use pH and pOH as independent variables to estimate. It does not work to choose pH and pLi because their concentration fixes that of the other through the relation Ksp=Li+γLi+F-γF-

Short Answer

Expert verified

The charge and mass balance are,

Charge balance:Li++H+=F-+OH-

Mass balance: Li++LiF=F-+LiF

Concentration is Li++F-=Ksp=0.041M

Step by step solution

01

Step 1:Finding the equation for the Charge Balance and Mass Balance.

In this task, we need to find the concentration of the species in a saturated aqueous solution of LiF along with considering the reactions given in the task.

First, let us consider the following,

Ksp=Li+γLi+F-γF-=0.0017Kionpair=LiFγLiF=0.0029Kw=H+γH+OH-γOH-=1×10-14

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Most popular questions from this chapter

15.Activity coefficient of a neutral molecule. We use the approximation

that the activity coefficient (γ)of neutral molecules is 1.00.A more accurate relation is logγ=, whereμis ionic strengthand k0.11for NH3and CO2and k0.2for organic molecules.With activity coefficients for HA,A-,andH+, predict the value ofthe quotient below for benzoic acid(HA=C6H5CO2H)The observed quotient is0.63±0.03.

Concentration quotient=[H+][A-][HA](atμ=0)[H+][A-][HA](atμ=0.1M)

(a) Following the example of Mg(OH)2 in Section 8-5, write the equations needed to find the solubility of Ca(OH)2. Include activity coefficients where appropriate. Look up the equilibrium constants in Appendixes F and I.

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