The rate of reaction of a particular reaction often increases as one increase the temperature. However, how can this belief be proved using Arrhenius equation? According to the Arrhenius equation, the rate constant (k) is obtained by the ratio of Ea to RT, in which Ea denotes required energy while RT is the available thermal energy. The Arrhenius Equation is given by: k=Ae - (Ea/RT) When Ea is larger, it results in slower reactions. On the other hand, when RT is large, it leads to faster rate of reaction. Larger Ea gives smaller rate constant k, but larger RT produces larger rate constant (k). Larger rate constant increases the rate of reactions. By using Arrhenius equation, one can easily see that when the temperature is increased, the rate constant will also increase. Let us consider these two scenarios. In the first scenario, Ea=120,000 Joules/mole, R=8.31 mol -1 K -1 , and K=373K.In the second scenario, Ea=120,000Joules/mole, R=8.31 mol -1 K -1 , and K...
this gentleman think electrolysis can be the best method. Read this!!
ReplyDeletehere's a light bulb moment.
if you do a 2 stage process, electrolysis can separate the water into hydrogen and oxygen without effecting the glycerol.
here's why:
for electrolysis separation to occur, the substance you wish to separate must be an electrolyte.
water is an electrolyte, but glycerol (aka glycerin) is not.
so the water will turn to gas while the glycerol stays in it's molecular form.
how to separate the salts is, to me, undiscovered.
however, if you need an extremely dry, air tight chamber for testing electrostatic experiments, this is simple and cheep.
it only takes a few but no more than 12 volts DC to do so.
car battery anyone?
if you'd like, the gases released from this process are hydrogen and oxygen, so if you filter out the hydrogen and fuel your hydrogen fuel cell car then you're really got it good!