Recent content by Mr_Acceleration
-
M
Deriving the 1-D Linear Convection Equation
Thank you for your answer. I didn't know about this. Now i will search linearization with pertubation.- Mr_Acceleration
- Post #5
- Forum: Mechanical Engineering
-
M
Deriving the 1-D Linear Convection Equation
Here is the derivation.- Mr_Acceleration
- Post #3
- Forum: Mechanical Engineering
-
M
Deriving the 1-D Linear Convection Equation
With the assumptions of Inviscid flow, no pressure gradient and no body force terms in 1-D Navier Stokes becomes 1-D nonlinear convection equation; And if we assume velocity of wave propagation is constant value c, equation becomes 1-D linear convection equation; This is online derivation and...- Mr_Acceleration
- Thread
- Computational fluid dynamics Convection deriving Fluid dynamics Linear Navier stokes
- Replies: 4
- Forum: Mechanical Engineering