chemistry Flashcards
heisenberg uncertainty principle
the more we know about momentum of a particle, the less we know about position and vice versa
average kinetic energy of an ideal gas
3/2 RT
deviation of volume of real gasses compared to ideal gasses
V-real > V-ideal because real gas particles do have volume which is not accounted for in ideal gasses
deviation of pressure of a real gas compared to ideal gas
P-real < P-ideal because real gasses will have intermolecular forces which pull gas molecules inward.
Work
w=PdeltaV (pressure times change in volume)
average kinetic energy of a fluid
K.E. average = 3/2RT
enthalpy
Delta H = delta U + PdeltaV where U is internal energy
molality
moles of solute / kilograms of solvent
ppm
[ mass of solute / total mass of solution ] x 10^6
heat if heat capacity is given
q=CΔT C is heat capacity
heat if specific heat is given
q=mcΔT m is mass and c is specific heat
boiling point elevation
ΔT=Kbmi (kb=constant) m=molality
freezing point depression
ΔT=Kfmi (kf=constant) m = molality
osmotic pressure
Pi=iMRT M is molarity
henderson-hasselbalch equation (when to use it?)
pH at half equivalence point
pH=pka + log [A-]/[HA]
since [A-]=[HA], pH=pka