Salem Beats
Ki from Salem-Beats.com
I should clarify:
I meant adjacent to a wall on the sides (i.e., in a corner), not simply adjacent to a wall behind them.
-Ki
Salem Beats (+Reviews)
a.)About to treat my room and b.)Is a room ever 'hopeless?'
- Thread starter Yumid
- Start date
I should clarify:
I meant adjacent to a wall on the sides (i.e., in a corner), not simply adjacent to a wall behind them.
-Ki
Salem Beats (+Reviews)
bandcoach
Zukatoku - Mod Scientist
agreed
I should also point out that if we are only considering two walls meeting (i.e. no floor or ceiling boundary) then the above formula becomes
=(speed of sound/2) x SQRT((1/Width)[sup]2[/sup]+(1/length)[sup]2[/sup]) i.e. there is no height considered now
so for a small room with dimensions of say 8' x 12' x 20', the resonant frequency on any of the boundaries joining the long walls to the short walls (what most people would call corners) will be 54.91Hz
assumption about speed of sound in this and the last calculation is that it is 1130fps @ 71.7206[sup]o[/sup] Farenheit or 344.423mps @ 22.067[sup]o[/sup]Celsius
I should also point out that if we are only considering two walls meeting (i.e. no floor or ceiling boundary) then the above formula becomes
=(speed of sound/2) x SQRT((1/Width)[sup]2[/sup]+(1/length)[sup]2[/sup]) i.e. there is no height considered now
so for a small room with dimensions of say 8' x 12' x 20', the resonant frequency on any of the boundaries joining the long walls to the short walls (what most people would call corners) will be 54.91Hz
assumption about speed of sound in this and the last calculation is that it is 1130fps @ 71.7206[sup]o[/sup] Farenheit or 344.423mps @ 22.067[sup]o[/sup]Celsius