Dynamic Headroom is something I've really been trying to understand lately. It makes perfect sense that you can get a headphone to beyond loud levels with an amplifier, but lose out in certain frequencies if the energy required in those frequencies bumps into the max range of the amplifier. For example, you may get your amp to output 85db at 1khz at max volume, but a 60hz note may need more energy to get up to that same level, and your amp may crap out before that happens. So you end up with a very loud sound that isn't correct. It's common to have people ask if their amplifier is sufficient for a headphone, so I'm surprised there isn't a clear mathematical tool that gives a clear cut answer on minimum amplifier power for any given headphone. All the calculators I find give actual mW requirements for headphones, but those are calculations performed after power loss due to resistance. For example, that calculator in the post above gives the same info we already know, the Ananda's require 1 mW to get to it's rated 103db. But how much power is needed from the Amplifier before power loss to get to 1mW at the headphone? If I'm not mistaken we need a calculator where you can input the headphone sensitivity rating (103db per 1 mW here), the headphone resistance (25 ohm here), and if known the resistance of the amplifier. That should give us a mW requirement that the amplifier needs to output to reach a certain db headphone level, say 95-100db max here, to account for dynamic headroom at a constant listening level of 85db or so. Has anyone stumbled on that type of calculator in their travels?