FormulaDen.com
Physics
Chemistry
Math
Chemical Engineering
Civil
Electrical
Electronics
Electronics and Instrumentation
Materials Science
Mechanical
Production Engineering
Financial
Health
You are here
-
Home
»
Physics
»
Aerospace
»
Aerodynamics
Polar Angle in Elementary Flows Formulas
Polar Angle is the angular position of a point from a reference direction. And is denoted by θ. Polar Angle is usually measured using the Radian for Angle. Note that the value of Polar Angle is always negative.
Elementary Flows formulas that make use of Polar Angle
f
x
Stream Function for 2-D Doublet Flow
Go
f
x
Velocity Potential for 2-D Doublet Flow
Go
f
x
Velocity Potential for 2-D Vortex Flow
Go
f
x
Stream Function for 2-D Incompressible Source Flow
Go
f
x
Stream Function for Flow over Rankine Oval
Go
f
x
Stream Function for Semi-Infinite Body
Go
f
x
Velocity Potential for Uniform Incompressible Flow in Polar Coordinates
Go
f
x
Stream Function for Uniform Incompressible Flow in Polar Coordinates
Go
FAQ
What is the Polar Angle?
Polar Angle is the angular position of a point from a reference direction. Polar Angle is usually measured using the Radian for Angle. Note that the value of Polar Angle is always negative.
Can the Polar Angle be negative?
Yes, the Polar Angle, measured in Angle can be negative.
What unit is used to measure Polar Angle?
Polar Angle is usually measured using the Radian[rad] for Angle. Degree[rad], Minute[rad], Second[rad] are the few other units in which Polar Angle can be measured.
Let Others Know
✖
Facebook
Twitter
Reddit
LinkedIn
Email
WhatsApp
Copied!