Native Plugins What's the best filesystem for a multi OS system?
I just picked up some large disks and would like to set them up so that I can dump all my personal files onto them and use the drives externally on any of several computers which use OS X, Ubuntu and Windows. Ideally, the support would be native, but if plugins are needed so be it. Windows is probably the primary system, and the one I'm most comfortable with. So what's the best filesystem for me?
Best filesystem (to be accessed by multiple OS's) is FAT32.
Ubuntu can READ (with some encouragement) NTFS partitions but cannot write.
All three OS's can format a drive as FAT32, but FAT32 can't store a file that is more than 4gb in size (like a movie ISO or something).
The Apple format can't be ready by anything (mostly), although EXT2/3 (linux) MAY be read by OSX, but definitely not Windows.
i just did a lab on standing waves, and the professor posed these questions at the end of the lab.
1. calculate the tension required to produce a standing wave of wavelength corresponding to the fundamental frequency.
i solved the equation and figured it to be:
F = (f1 * 2 * L * sqrt(mu))^2. the only thing im not sure is what the value of f1 is supposed to be. how do we figure that out? the only frequencies i can think to use is the actual one of the oscillator, or the frequency i calculated from the slope of the graph i made.
2. how many normal modes (each with a different frequency from the other) does the following have? (a) simple pendulum (b) tuning fork
would the simple pendulum be 1 and the tuning fork be infinite?
3. what are the disadvantages of using either one of them for a musical instrument. [i am assuming he means disadvantages of using each one to tune a musical instrument]
please help! thanks
You are correct in your derivation of the tension, since
the fundamental mode of vibration of a standing wave
on a stretched string is given by:
f = (1/2L)√T/μ
where:
string tension: T
string density per unit length: μ
string length: L
fundamental frequency: f
If you rearrange the above eqn. and solve for T you get
just what you have.
T = μ(2fL)²
In the lab graph, just find the lowest frequency and this
will be the fundamental frequency, the others are
harmonics(i.e., integer multiples of this frequency)
2. I believe you are right again.
3. The disadvantage is that you must use your ear to
match the pitch of the tuning fork to tune a musical
instrument, and most of us don't have perfect pitch.
Im using Wave Labs, but i have no clue how to put a space between tracks...
By space i mean that thing CD players do when they count backwards between songs, ie -0.03, -0.02 -0.01, then next track starts.
Cheers
try using nero wave editor.you can copy and paste a" no sound " to end of each track.I mean it'll actually play nothing for as long as you want after each track
Masters Upgrade Will a graduate degree from University of Washington "upgrade" my alma mater?
I hold an undergraduate engineering degree from Montana State University in Bozeman, MT. I am currently a graduate student at University of Washington and will complete my masters degree next year. Is University of Washington significantly more prestigous than Montana State University?
Does Windows XP upgrade rewrite the master boot record?
I have XP Pro and Vista on my computer, and so a program is configured to load both of them, but if I change the Master boot record, I will not be able to load either operating system. If I reinstall (upgrade option) XP, will the Master boot record be rewritten?
yea it will and won't see your vista install until you install something like BCDedit on the new install.
