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Pre-Analysis & Start-Up

Pre-Analysis

In the Pre-Analysis step, we'll review the following:

  • Mathematical model: (e.g.: We'll look at the governing equations + boundary conditions and the assumptions contained within the mathematical model.)
  • Numerical solution procedure in ANSYS: (e.g.: We'll briefly overview the solution strategy used by ANSYS and contrast it to the hand calculation approach.)
  • Hand-calculations of expected results: (e.g.: We'll use an analytical solution of the mathematical model to predict the expected stress field from ANSYS. We'll pay close attention to additional assumptions that have to be made in order to obtain an analytical solution.)

Mathematical Model 

Under Construction

Numerical Solution Procedure in ANSYS

Under Construction

Hand-Calculations of Expected Results

One simple hand-calculation that we can do now before even starting our simulation is to find theoretical wind velocity at the tip. We can then later compare our answer with what we get from our simulation to verify that they agree. 

The velocity, v, on the blade should follow the formula

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\begin

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v=r \times \omega_{}
\end

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\begin

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\mathbf{m \ddot

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+ k x =0}
\end

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\begin

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m \ddot

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+ k x =0
\end

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\begin

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\boldsymbol{m \ddot

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+ k x =0}
\end

Plugging in our angular velocity of -2.22 rad/s and using the blade length of 43.2 meters plus 1 meter to account for the distance from the root to the hub, we get

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\begin

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v=-2.22\ \mathrm

Unknown macro: {rad/s}

\ \mathbf{\hat{k}} \times -44.2\ \mathrm

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\ \mathbf{\hat{i}}
\end

\begin

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v=98.1\ \mathrm

Unknown macro: {m/s}

\ \mathbf{\hat{j}}
\end

Start-Up

*Insert video

 It will cover:

-Opening ANSYS

-Setting up the project schematic for the geometry and the Fluid flow, naming them. 

Under Construction



Go to Step 2: Geometry

Go to all FLUENT Learning Modules

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