Input interpretation
![potential and velocity distribution due to a vortex](../image_source/413d978d031d74644f200b87a892dae4.png)
potential and velocity distribution due to a vortex
Input values
![vortex strength | 0.5 m^2/s (square meters per second) radial distance | 10 cm (centimeters)](../image_source/8d546b635fd7cd6182e0fdc4c8074093.png)
vortex strength | 0.5 m^2/s (square meters per second) radial distance | 10 cm (centimeters)
Results
![transverse velocity component | -0.7958 m/s (meters per second) radial velocity component | 0 m/s (meters per second) (assuming the vortex to be situated at the coordinate origin) u_θ=(-Γ)/(2 π r) u_r=0 Ψ=(Γ log(r))/(2 π) Φ=(-Γ θ)/(2 π) Γ | vortex strength/circulation u_θ | transverse velocity component u_r | radial velocity component Ψ | stream function Φ | velocity potential](../image_source/4ba85a1c6c10c299dea658e5f4456867.png)
transverse velocity component | -0.7958 m/s (meters per second) radial velocity component | 0 m/s (meters per second) (assuming the vortex to be situated at the coordinate origin) u_θ=(-Γ)/(2 π r) u_r=0 Ψ=(Γ log(r))/(2 π) Φ=(-Γ θ)/(2 π) Γ | vortex strength/circulation u_θ | transverse velocity component u_r | radial velocity component Ψ | stream function Φ | velocity potential
Equipotential contours and streamlines
![Equipotential contours and streamlines](../image_source/6da3c99a97b1074ea104d905cedd5fd2.png)
Equipotential contours and streamlines