There seems to be some major inconsistencies about the ratio and enthalpy. Some websites claim you should always use 8:3, Iron: Aluminum. Some say 1:2, some the reverse. Some say that Iron(II, III) Oxide burns with an enthalpy thousands more than Iron(III) Oxide, and others say a few hundred Can an expert straighten this out for me? If I bought some tan and some black iron oxide mortar colour, is it Iron(II, III) Oxide, Iron(III) Oxide, Iron(II) Oxide, or different for each (tan or black).
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Magnetic iron oxide. Fe3O4 is used. or a even mixture of FeO + Fe2O3 If you add these you get Fe3O4, on paper, but not magnetic! The reaction is 3 Fe3O4 + 8 Al --> 9 Fe + 4 Al2O3.
This is used as an instant welder, so you want lots of hot iron. The reaction is quite exothermic.
The ratio here is 3 to 8
This is used as an instant welder, so you want lots of hot iron. The reaction is quite exothermic.
The ratio here is 3 to 8
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Firstly, we cna do this on our own...we need to first look at the equation you're making...
A majority of iron oxide is Iron (iii) Oxide so, lets use that,
Fe2O3 + 2 Al -> Al2O3 + 2 Fe
we need to make the final product a total of 1 molar.
although since some elements need 2 moles, we must multiply by 2.
so for 1 mol of Al2O3 we need 1 mole of iron oxide and 2 mols of aluminum.
and therefore we'ed need 159.684 grams of iron oxide and
53.964 grams of aluminum
We make a total weight...and then we dived both parts.
total weight = 213.648 g
divide the amount of aluminum into the total mass...
53.962 / 213.648 x 100 = 25%
And by complement...the rest is 75%
so the ratio is
25% Aluminum
75% Iron(iii) oxide.
A majority of iron oxide is Iron (iii) Oxide so, lets use that,
Fe2O3 + 2 Al -> Al2O3 + 2 Fe
we need to make the final product a total of 1 molar.
although since some elements need 2 moles, we must multiply by 2.
so for 1 mol of Al2O3 we need 1 mole of iron oxide and 2 mols of aluminum.
and therefore we'ed need 159.684 grams of iron oxide and
53.964 grams of aluminum
We make a total weight...and then we dived both parts.
total weight = 213.648 g
divide the amount of aluminum into the total mass...
53.962 / 213.648 x 100 = 25%
And by complement...the rest is 75%
so the ratio is
25% Aluminum
75% Iron(iii) oxide.