Hi there!
My first post at Head-Fi
In the discussions on impedance here, there are a few thoughts that I had which might be of interest to some.
First of all, Impedance is not the same as resistance, although resistance is part of it. It is also a function of frequency and some other things (e.g., the impedance can be purely resistive, capacitive, inductive, or a combination). The multimeters (which contain the ohmmeter function) that are being suggested here only measure pure resistance at 0Hz. It you want to know what the impedance of some phones are over the audio frequency range that they'll be used at, you need a far more expensive meter anywhere from some $300 and up to do it with. Using a simple multimeter isn't going to give you quite what you are looking for.
Or you could go to HeadRoom's web site and look it up. For example, you can see the impedance variations for the HD800 at:
http://graphs.headphone.com/graphCompare.php?graphType=7&graphID[]=4061&scale=30
(Unfortunately, even though it's listed in their huge collection of phone-set data, they don't seem to have the data for the T1 online. I've been meaning to ask them about that)
Secondly, just like with speakers, phones spec'ed as having a given impedance of, say "X" ohms, might NEVER be "X" ohms across their entire frequency range! The value specific for a given set of phones is only the NOMINAL value. The example just given above of the HD800 phones shows that their impedance around 100-200 Hz is nearly 600 ohms and then drops to around 350 ohms in the 1-6 KHz region, then heading up above that further up the spectrum. So what would they be spec'ed as? (usually somewhere around the lowest values on the chart).
Some exotic speakers rated as 8 ohms may have impedance peaks over 30k ohms in the 10KHz region. What's worst, there can be frequency ranges where the impedance is very capacitative. If you hook a cheap amplifier that can't handle those capacitances up to those speakers, the amp can silently burn itself up in seconds!
So the idea is to get a pair of earpieces that match in impedance across the same frequency range *AND* have the same frequency response curve as well. If the impedance curves don't match, then the frequency response curves won't align even if the are a similar shape. This is further exacerbated if their frequency response curves are different shapes as well.
This is the essence of what was discussed in the "T1 Channel imbalance (and Beyer Tesla headphone variance issues)" thread. Examples of actual comparisons are given there.