FlamingPope
July 19th, 2008, 12:28 PM
I've searched this forum front to back with no sign of an equation which helps in determining the right amount of reactants needed in a reaction.
Example: You want exactly 5 grams/kilograms of flashpowder, however you don't want to waste any of your valued magnesium in the process.
I took it upon myself to derive an equation which does so. I'll post the proof later if this is not deleted, or banned.
1) balance your equation.
2) plug and chug below: for a two reactant reaction, but can be expanded to fit any number of reactants
x = total composition needed
y = total amount of reactant 1 needed (general equation, just switch around the molar mass and coefficient)
a = molar mass of reactant 1
b = molar mass of reactant 2
c = molar coefficient of reactant 1 in balanced equation
d = molar coefficient of reactant 2 in balanced equation
y = x [ (ac) / sum of all (ac + bd) ]
Note: This can be used for any number of reactants; I chose two reactants for simplicity. For more reactants change the first 'ac' to fit nth reactant required, and sum up all of the reactants' (molar mass * molar coefficient).
Have fun saving time and materials :cool:
Example: You want exactly 5 grams/kilograms of flashpowder, however you don't want to waste any of your valued magnesium in the process.
I took it upon myself to derive an equation which does so. I'll post the proof later if this is not deleted, or banned.
1) balance your equation.
2) plug and chug below: for a two reactant reaction, but can be expanded to fit any number of reactants
x = total composition needed
y = total amount of reactant 1 needed (general equation, just switch around the molar mass and coefficient)
a = molar mass of reactant 1
b = molar mass of reactant 2
c = molar coefficient of reactant 1 in balanced equation
d = molar coefficient of reactant 2 in balanced equation
y = x [ (ac) / sum of all (ac + bd) ]
Note: This can be used for any number of reactants; I chose two reactants for simplicity. For more reactants change the first 'ac' to fit nth reactant required, and sum up all of the reactants' (molar mass * molar coefficient).
Have fun saving time and materials :cool: