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The ALE function (Arbitrary Lagrangian Eulerian for moving and/or rotating boundaries) of SC/Tetra is useful for the analysis of fans, turbines, and pumps. This function can be applied to the steady calculation and the parallel computation.

Axial Fan
The analysis of axial fan is one of the most difficult analysis in the fluid analysis since the blade's shape affects its performance drastically.
SC/Tetra's automatic mesh generator can complete preparing the data for computation in a few hours using CAD data even though a conventional CFD software requires a couple of weeks. SC/Tetra can calculate rotating blades using rotating boundary (ALE) function. In addition, SC/Tetra can calculate such a case as steady state problem using only blade's rotating force for quick analysis.
Sirocco Fan
SC/Tetra greatly reduces working hours of the sirocco fan's modeling as well as the propeller fan. The transient analysis using the ALE function (Arbitrary Lagrangian Eulerian for moving and/or rotating boundaries) can also be utilized besides the steady state analysis.
Blower
A blower also fans fluid with rotating blades as well as other kinds of fans. It can handle gases such as air and liquids like water.
Turbofan (Turbine)
The shape and the number of blades greatly affect the performance of the turbofan. SC/Tetra can carry out many evaluation cases in short time since it is possible to build a model by changing only the rotating parts and its area.
Voltek blower
The inside flow of a vortex blower, which can be used in both the positive and reverse rotation modes, is quite unknown. Computational Fluid Dynamics (CFD) is useful for making a complicated flow visible and grasping its feature.
Mixed Flow Pump
In the case of pumps as well as the fans, the shape greatly affects its performance. It is possible to set water as the fluid.
Multi-Stage Pump
The computing of fans and turbines tends to take a long time since it calculates the transient phenomenon that propellers or blades are rotating.
However, SC/Tetra has convenient functions such as axial symmetric condition, periodic boundary conditions and considering rotating force of a rotating object instead of simulating real rotation. These functions can greatly reduce the calculation time although the phenomena are kept as real as possible.

* 1/6 axial symmetric model
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