The stream function for steady, incompressible, two-dimensional flow over a circular cylinder of radius a and free-stream velocity V ∞ is ψ = V ∞ sin θ ( r − a 2 / r ) for the case in which the flow field is approximated as. irrotational (Fig. 10-70). Generate an expression for the velocity potential function ϕ for this flow as a function of r and θ . and parameters. V ∞ and a . FIGURE P10-70
The stream function for steady, incompressible, two-dimensional flow over a circular cylinder of radius a and free-stream velocity V ∞ is ψ = V ∞ sin θ ( r − a 2 / r ) for the case in which the flow field is approximated as. irrotational (Fig. 10-70). Generate an expression for the velocity potential function ϕ for this flow as a function of r and θ . and parameters. V ∞ and a . FIGURE P10-70
Solution Summary: The author explains the expression for the velocity potential function for this flow as a function of r and theta .
The stream function for steady, incompressible, two-dimensional flow over a circular cylinder of radius a and free-stream velocity
V
∞
is
ψ
=
V
∞
sin
θ
(
r
−
a
2
/
r
)
for the case in which the flow field is approximated as. irrotational (Fig. 10-70). Generate an expression for the velocity potential function
ϕ
for this flow as a function of r and
θ
. and parameters.
V
∞
and a.
draw the pneumatic circuit to operate a double-acting cylinder with:
1. Extension: Any of two manual conditions plus cylinder fully retracted,
→ Extension has both meter-in and meter-out,
2. Retraction: one manual conditions plus cylinder fully extended,
→ Retraction is very fast using quick exhaust valve.
Correct answer is written below. Detailed and complete solution with fbd only. I will upvote, thank you. Expert solution pls
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