
Blackbeardben:
Your graph is flawed. The x-axis says 0 all the way and therefor, so does the entire graph.
(maybe it just on my computer it says 0 all the way? if that's the case how much more "sweet time" does the Lady Gaga take? can that difference in any case make a difference on sound?)
"...look at how fast the HD 800 driver responds to the DC impulse of the square wave - near instantaneously. The Lady Gaga instead takes its own sweet time..."
Rest of the thread and head-fi.org:
I think there's lots of different definitons on the word "detail" here.
"Yes, the details are more detailed, as in better defined and easier to spot."
Have a nice weekend all of you.
That's a 50 Hz square wave, so you can calculate the total time shown on the graph (0.05 seconds). Tyll Hertsens or one of his minions at Headroom performed those tests and set up the graphing function - and I'm assuming left the labels of the x-axis to only display whole numbers. It's a display option error, not anything wrong with the data.
50 Hz is a very slow frequency for a sound wave - it's low bass. However, since this is a square wave it's composed of an infinite series of sine waves of higher frequencies.
The difference between the HD 800 and the Lady Gaga is huge - the Lady Gaga's maximum amplitude is barely even a third of the HD 800s', and just reaching the Lady Gagas' maximum amplitude takes a whole eighth of the frequency. That's absolutely horrid. You can go ahead and throw the Beats by Dre in there an you'll see that while those are much improved with regards to the impulse response, but they're way under-dampened. That's probably the cause of the massive and bloated bass of the Beats.
















