Thanks john, I think a little knowlege can be a dangerous thing! I've found a formula to convert from QFE to QFF, do I need to convert QNH to QFE, then QFE to QFF or is there an easier way? The formula I found is QFF = QFE / Exp (- ((g*Z)/(R*Tave))) Where: g = the gravitational constant, 9.80617 m/s2 Z = the airfield altitude in metres R = the dry air gas constant, 287.04 m2/s2 Tave = the average temperature between sea level and the station altitude in degrees Kelvin. <--- I can see this being a problem. If I've got this straight in my head, QNH is like QFF but QNH assumes the ISA standard atmosphere, so the above formula would convert QFE to QNH if the temperature used was adjusted from the observed temperature using the ISA tropospheric lapse rate of 0.0065 degrees K per metre. To find the QFF, I would need to know the true lapse rate to find Tave. Am I on the right track or have I confused myself and made it more complicated than it needs to be? Would it instead be best to just allow a few hectopascals difference when analysing?