Im after a little assistance in re-arranging what i understand to be quite a basic equation used in ventilation engineering shown below:
Q = CdA √2ΔP/ρ
Im trying to re-arrange this equation in order to find the value of 'CdA'. I had presumed this to be simply 'CdA = Q / √2ΔP/ρ' - however my results dont seem to compare with those achieved in notes.
Can anyone re-arrange this equation to find 'CdA' and if possible please attempt to explain how this is done.
Many thanks in advance,
Thanks for replying,
dA is not referring to a differential. However the way you have shown the original equation above doesnt seem to correspond to how its shown elsewhere, as the 'ρ' is shown within the square root (ie the square root is calculating the sum of '2ΔP/ρ') Does this affect the rearrangement of the equation?
Also could you explain as to how you reached this conclusion? Are there any websites anyone can recommend that clearly show the process behind rearranging equations?
you would immediately divide by 3.
In this case
Divide both sides by the square root:
The last step might be a little less common for you. We need to clear the fraction under the square root as that puts a fraction in the denominator. Multiply the numerator and denominator by and you finally get