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Trelan
| Account Details | |
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| SteamID64 | 76561197977331116 |
| SteamID3 | [U:1:17065388] |
| SteamID32 | STEAM_0:0:8532694 |
| Country | United States |
| Signed Up | January 2, 2016 |
| Last Posted | November 12, 2019 at 11:48 PM |
| Posts | 10 (0 per day) |
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#57
Sigafoo and RGL.gg presents - Uncle Dane vs Stabby
in
TF2 General Discussion
ScrambledITT: more entitled 6s players thinking that this format is either aimed at them as a replacement for 6s or a direct threat to 6s.
downfrag me cus im right
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posted about 6 years ago
#9
hw help
in
Off Topic
Fate55i.e if you know its laminar then you can set 8u^2/U^2 = 64/Re and simplify from there once you get rid of the other velocity parameter. Maybe you could even use a Moody chart if you can find enough system properties.
tl:dr there is probably a better way to do it than re-arranging, try and use information about the rest of the system to get rid of some variables and also don't shout at me if I'm wrong
That is actually exactly what I am doing now and it's coming out to an input that I can use. Thank you so much!
posted about 8 years ago
#1
hw help
in
Off Topic
Hi!
I have a modified Swamee-Jain equation with the Reynolds number being ρUD/μ and the Darcy–Weisbach friction factor f being 8u^2/U^2
This is what the modified equation looks like, http://imgur.com/273VlJi
I need help re-arranging this equation in order to solve for U. NOT for lowercase u, nor for μ. I know how to handle the negative exponent and the base 10 log, but I don't know what to do regarding the 0.9 exponent power. Any help would be appreciated!
EDIT: this is what the original equation looks like http://imgur.com/ah5JBlT
posted about 8 years ago