Cant unhear megalovania... Initial D plays
No effect... Levan Polkka plays
The PUNisher approaches menacingly... Dark, Darker, Yet Darker
The Big Calcium Guy : Ight imma head out...
The arbitrary Lagrangian-Eulerian (ALE) is a finite element formulation in which the computational system is not a prior fixed in space (e.g. Eulerian-based finite element formulations) or attached to material (e.g. Lagrangian-based finite element formulations). ALE-based finite element simulations can alleviate many of the drawbacks that the traditional Lagrangian-based and Eulerian-based finite element simulations have.
When using the ALE technique in engineering simulations, the computational mesh inside the domains can move arbitrarily to optimize the shapes of elements, while the mesh on the boundaries and interfaces of the domains can move along with materials to precisely track the boundaries and interfaces of a multi-material system.
ALE-based finite element formulations can reduce to either Lagrangian-based finite element formulations by equating mesh motion to material motion or Eulerian-based finite element formulations by fixing mesh in space. Therefore, one finite element code can be used to perform comprehensive engineering simulations, including heat transfer, fluid flow, fluid-structure interactions and metal-manufacturing.
I don't care if you all says no. All i'm doing is just building to my heart content.
nah
Cant unhear megalovania...
Initial D plays
No effect...
Levan Polkka plays
The PUNisher approaches menacingly...
Dark, Darker, Yet Darker
The Big Calcium Guy : Ight imma head out...
It is very...very... interesting...
@rexzion its actually something i copied from spefy
randum ecks dee funny
@FLOWRIDER0 hehe look i copy pasted some random block of text from some article haha funy laugh at moy postttt
The arbitrary Lagrangian-Eulerian (ALE) is a finite element formulation in which the computational system is not a prior fixed in space (e.g. Eulerian-based finite element formulations) or attached to material (e.g. Lagrangian-based finite element formulations). ALE-based finite element simulations can alleviate many of the drawbacks that the traditional Lagrangian-based and Eulerian-based finite element simulations have.
When using the ALE technique in engineering simulations, the computational mesh inside the domains can move arbitrarily to optimize the shapes of elements, while the mesh on the boundaries and interfaces of the domains can move along with materials to precisely track the boundaries and interfaces of a multi-material system.
ALE-based finite element formulations can reduce to either Lagrangian-based finite element formulations by equating mesh motion to material motion or Eulerian-based finite element formulations by fixing mesh in space. Therefore, one finite element code can be used to perform comprehensive engineering simulations, including heat transfer, fluid flow, fluid-structure interactions and metal-manufacturing.
Don’t do it
Even the Virgin Mary says no
no
I will make gun sans now
no
Yeah!