- #1
omar.abosamra
- 7
- 0
i have took a basic course in fluid mechanics:
Bernoulli equation states that:
P + (1/2)*ρ*v^2 + ρ*g*h = constant
where P is the pressure , ρ is the density , g is the garvitational acceleration and h is the distance from the center of the Earth , and that constant is our reference.
that means if their was a tube carrying a stream of fluid with velocity V , the pressure on the wall of the tube would be:
(1/2)*ρ*v^2 + ρ*g*h + constant
what does that mean in a microscopic scale ? what happen with the interaction of the molecules of the wall and the fluid ?
and can their exist pressure inside the fluid due to the viscosity of the fluid ? if we assume that every layer moves with a speed different that the next layer due to viscosity? and if so , how would the pressure affect the stream ?
Bernoulli equation states that:
P + (1/2)*ρ*v^2 + ρ*g*h = constant
where P is the pressure , ρ is the density , g is the garvitational acceleration and h is the distance from the center of the Earth , and that constant is our reference.
that means if their was a tube carrying a stream of fluid with velocity V , the pressure on the wall of the tube would be:
(1/2)*ρ*v^2 + ρ*g*h + constant
what does that mean in a microscopic scale ? what happen with the interaction of the molecules of the wall and the fluid ?
and can their exist pressure inside the fluid due to the viscosity of the fluid ? if we assume that every layer moves with a speed different that the next layer due to viscosity? and if so , how would the pressure affect the stream ?