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Waller Creek Intake CFD Modeling and Simulation ALDEN Research Laboratory Inc. 30 Shrewsbury St., Holden, MA 01520 Preliminary Results October 5, 2009.

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Presentation on theme: "Waller Creek Intake CFD Modeling and Simulation ALDEN Research Laboratory Inc. 30 Shrewsbury St., Holden, MA 01520 Preliminary Results October 5, 2009."— Presentation transcript:

1 Waller Creek Intake CFD Modeling and Simulation ALDEN Research Laboratory Inc. 30 Shrewsbury St., Holden, MA Preliminary Results October 5, Year Flow Scenario

2 CFD model geometry with proposed flood control turning vane Flood control turning vane

3 Isosurface plot of water colored with velocity magnitude (Isometric view) Time = 300 sec.

4 Isosurface plot of water colored with velocity magnitude (Plan view) Time = 300 sec.

5 Isosurface plot of water colored with velocity magnitude (Plan view) * same with slide 4 but different color scale Time = 300 sec.

6 Isosurface plot of water colored with water surface elevation (Isometric view) Time = 300 sec.

7 Isosurface plot of water colored with water surface elevation (Plan view) Time = 300 sec.

8 Plot of velocity contours with vectors (Slice plane cut horizontally at elevation 465 Ft.) Time = 300 sec.

9 (Slice plane cut horizontally at elevation 470 Ft.) Plot of velocity contours with vectors Time = 300 sec.

10 (Slice plane cut horizontally at elevation 476 Ft.) Plot of velocity contours with vectors Time = 300 sec.

11 (Slice plane cut vertically at the center of the morning glory spillway.) Plot of velocity contours with vectors slice plane cut locations Time = 300 sec.

12 (Slice plane cut vertically at the center of the morning glory spillway.) Plot of velocity contours with vectors slice plane cut locations Time = 300 sec.

13 Plot of velocity contours Time = 300 sec. (Slice planes cut vertically at the center of the morning glory spillway at different locations.) Isometric view 1

14 Plot of velocity contours Time = 300 sec. (Slice planes cut vertically at the center of the morning glory spillway at different locations.) Isometric view 2

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