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TITOLAZIONE DI Fe 2+ CON MnO 4 -<br />

Al punto <strong>di</strong> equivalenza<br />

2+<br />

2 +<br />

[ Fe ]<br />

0.0591 [ Mn ]<br />

E eq = 0.77 - 0.0591l<br />

og E 3+ eq = 1.51 - log − + 8<br />

[ Fe<br />

]<br />

5 [ M nO 4 ][H ]<br />

Non è possibile sommare <strong>di</strong>rettamente le due equazioni ma occorre<br />

moltiplicare per 5 la seconda<br />

2<br />

[ F e ]<br />

E eq = 0.77 - 0.0591log 3<br />

[ Fe ]<br />

+<br />

+<br />

2 +<br />

[ Mn ]<br />

5E = 5 × 1.51 - 0.0591log 0.0591 [ Mn ]<br />

5E 5<br />

= 5<br />

5<br />

1.51 5<br />

MnO<br />

eq − 2 + 8<br />

eq × - × 0.0591 log<br />

[ 2 +<br />

4 ][H [Mn ] ]<br />

E − + 8<br />

eq = × 1.51 - 5 × 5 lo<br />

5<br />

[ MnO g<br />

4 ][H − ] + 8<br />

[ MnO4<br />

][H ]<br />

6E = ( 5 × 1.51) + 0.77 - 0.0591log<br />

[<br />

Mn<br />

]<br />

Fe<br />

Essendo aH + = 1.00, [Fe2+ ] = 5[MnO -<br />

4 ] e [Fe3+ ] = 5[Mn2+ ]<br />

2+ 2+<br />

[ ][ ]<br />

eq − 3 + +<br />

MnO4 [ Fe<br />

][H<br />

Mn<br />

6E = ( 1.51) + 0.77 - 0.0591log<br />

6E = ( 1.51) + 0.77 - 0.0591log Mn<br />

6Eeq = (5 × 1.51) + 0.77 – 0.0591log1<br />

( 5 ×<br />

1.51) + 0.77<br />

2 +<br />

−<br />

[ 2 + ]5[ MnO −<br />

4 ]<br />

eq<br />

5 ×<br />

[ ] 5 [MnO 4 ]<br />

− 2 + 8<br />

eq 5 ×<br />

[ MnO−<br />

4 ]5[ Mn 2 + ] 1 8<br />

[MnO 4 ] 5 [Mn ] 1<br />

]<br />

8

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