I Understanding the Development of Laminar Jet Flow - Tips from Experts

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The discussion focuses on understanding the development of laminar jet flow, particularly during the startup phase. Initial models often address steady-state behavior, but the complexities of a jet's startup involve a slug of fluid displacing surrounding fluid and potentially forming a vortex ring. The participants acknowledge that while most literature covers steady behavior, the startup process is less documented and more intricate. There is a recognition that detailed exploration may lead to uncertainties, as jet dynamics can be complex. Overall, the conversation highlights the need for more intuitive insights into the initial behavior of laminar jets.
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Hi PF!

Can someone help me understand the development of a laminar jet flow? Perhaps @Chestermiller and @boneh3ad have some advice?

Thanks!
 
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That's a rather vague question.
 
Sorry, let me be more clear: I've seen basic models that treat laminar jets in a steady state, but what happens when a jet just begins? I'm mostly curious about an intuitive approach and not so much on the math. After seeing you and Chestermiller work I believe you two likely have an idea.
 
Well most texts treat the steady behavior of jets, so that will comprise the bulk of information you would find. The actual startup process is likely to be rather complex and will involve essentially a slug of fluid leaving the orifice and pushing the still fluid out of the way. I'd be willing to bet that it would typically also involve the formation of a vortex ring near that leading slug much like what you can observe with a mushroom cloud, as the shear would be rather large as it penetrates into the surrounding stagnant air.

Other than that, I am not sure what you are seeking here. Jet's aren't exactly something I deal with a lot, though, so if you want to get too much more detailed, I suspect we will quickly reach a point where your guess is as good as mine.
 
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Hey I appreciate your insight! Thanks for taking the time to reply!
 
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