estimating diameters - Tilted Forum Project Discussion Community

danny_boy · 01-26-2006, 03:39 PM

Estimate the equivalent diameter of (i) a square duct with side b (ii) for flow between parallel plates distance b apart and (iii) rectangular duct of sides a and b.

Came across this while studying for the GRE for engineering. No clue, anyone have any ideas ?

AngelicVampire · 01-26-2006, 05:46 PM

Ok, guessing this is fluid dynamics? Not really my subject but will give it a go.

i: Area of a square duct is b^2, area of a circle is pixr^2, so d = 2r, r =root( b^2/pi) Then work from there?

ii: There should be an equation for the flow between parallel plates, we know its square so we have a duct bxb.

iii: from part 2 we have an answer for a bxb... applying the same equation to an axb set of parallel plates should work.

(y) = (y*y - L*L) * 1/2 * 1/visc * dp/dx (where 2*L=plate separation, p=pressure)

Columbia Uni

01-26-2006, 03:39 PM	#1 (permalink)
danny_boy Crazy	estimating diameters Estimate the equivalent diameter of (i) a square duct with side b (ii) for flow between parallel plates distance b apart and (iii) rectangular duct of sides a and b. Came across this while studying for the GRE for engineering. No clue, anyone have any ideas ?

01-26-2006, 05:46 PM	#2 (permalink)
AngelicVampire Insane	Ok, guessing this is fluid dynamics? Not really my subject but will give it a go. i: Area of a square duct is b^2, area of a circle is pixr^2, so d = 2r, r =root( b^2/pi) Then work from there? ii: There should be an equation for the flow between parallel plates, we know its square so we have a duct bxb. iii: from part 2 we have an answer for a bxb... applying the same equation to an axb set of parallel plates should work. (y) = (yy - LL) * 1/2 * 1/visc * dp/dx (where 2*L=plate separation, p=pressure) Columbia Uni