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The application of CAESES from a perspective of a propeller maker David Bendl, 2017-09-28

The application of CAESES from a perspective of a

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Page 1: The application of CAESES from a perspective of a

The application of CAESES from a perspective of a propeller makerDavid Bendl, 2017-09-28

Page 2: The application of CAESES from a perspective of a

Voith Propulsion

VOITH CAESES | David Bendl | 2017-09-28 2

Page 3: The application of CAESES from a perspective of a

VLJ Integration Study

VOITH CAESES | David Bendl | 2017-09-28 3

Page 4: The application of CAESES from a perspective of a

VLJ Propulsion Arrangement

VOITH CAESES | David Bendl | 2017-09-28 4

inlet tunnel ShaftVLJoutlet tunnel

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Geometry DefinitionIntegration Parameters

VOITH CAESES | David Bendl | 2017-09-28 5

VLJ integration depth

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Geometry DefinitionRotor and Stator

VOITH CAESES | David Bendl | 2017-09-28 6

r/R [-]

• blade parameters are defined on cylinder sections [r/R]

• chord relative to diameter

• thickness, camber, skew, rake relative to chord

• pitch [°] normalized by 90°

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Geometry DefinitionRotor and Stator

VOITH CAESES | David Bendl | 2017-09-28 7

• profile is generated on 2D plane (curve engine)

• subsequent block structured grid generation requires support geometry

• circle segment shows cylinder section for final profile position

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Geometry DefinitionRotor and Stator

VOITH CAESES | David Bendl | 2017-09-28 8

• profile for three positions is shown (r/R = 0.4, 0.7, 1.0)

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Geometry DefinitionRotor and Stator

VOITH CAESES | David Bendl | 2017-09-28 9

• view on the three cylinder sections

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Geometry DefinitionRotor and Stator

VOITH CAESES | David Bendl | 2017-09-28 10

• based on the profile curve engine the whole blade is created as meta surface

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Geometry DefinitionNozzle

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• nozzle is a simple rotational body

• rotor and stator are positioned inside of the nozzle

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Geometry DefinitionNozzle and Shaft

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• shaft and hub complete propulsion line

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Geometry DefinitionInlet Tunnel

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• the circle’s axis is parallel to the rotor axis

• the circle’ axis defines a plane that intersects the following definition curves and creates three circle points: tunnel apex, side A and side B

• integration requires a inlet tunnel

• curve engine is a three point circle

tunnel apex

side A

side B

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Geometry DefinitionInlet Tunnel

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• tunnel is created as meta surface

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Geometry DefinitionHull

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• hull has a generic shape that a simple integration

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Geometry DefinitionHull and Inlet Tunnel

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• inlet tunnel geometry is combined with hull geometry

• all surfaces are combined to one brep

• no boolean operations are used � more stable

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Geometry DefinitionHull and VLJ Assembly

VOITH CAESES | David Bendl | 2017-09-28 17

• hull brep and VLJ brep are combine by booleanunion (careful base geometry definition assures success � tolerances)

• outlet tunnel is a simple extrusion of the nozzle’s outlet as a boolean difference

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Grid GenerationRotor and Stator (Structured Hexahedron Approach)

VOITH CAESES | David Bendl | 2017-09-28 18

• rotor and stator mesh are created by Icem Hexa

• only one blade is meshed, whole rotor is defined rotated copies

Page 19: The application of CAESES from a perspective of a

Grid GenerationRotor and Stator (Structured Hexahedron Approach)

VOITH CAESES | David Bendl | 2017-09-28 19

• all the support geometry (curves and surfaces) are needed for ...

Page 20: The application of CAESES from a perspective of a

Grid GenerationRotor and Stator (Structured Hexahedron Approach)

VOITH CAESES | David Bendl | 2017-09-28 20

• ... the block structure of the hexahedron mesh

• circumferential symmetry is assured

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Grid GenerationRotor and Stator (Structured Hexahedron Approach)

VOITH CAESES | David Bendl | 2017-09-28 21

• surface mesh has high density in regions of interest: leading edge, trailing edge, gap between nozzle and blade tip

• prism layer around all surfaces

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Grid GenerationHull Control Volume (Unstructured Polyhedron Approach)

VOITH CAESES | David Bendl | 2017-09-28 22

• around the hull a half pipe control volume is created

• this region discretized by polyhedrons

Page 23: The application of CAESES from a perspective of a

Grid GenerationHull and Control Volume (Unstructured Polyhedron Approach)

VOITH CAESES | David Bendl | 2017-09-28 23

• complete control volume is created by extruding in- and outlet grid

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Grid GenerationSurface Mesh

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Control VolumeBoundary Definition

VOITH CAESES | David Bendl | 2017-09-28 25

velocity inlet

pressure outlet

slip wall

noslip wall(rotational velocity)

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Integration StudyIntegration Depth and Shaft Inclination

VOITH CAESES | David Bendl | 2017-09-28 26

Page 27: The application of CAESES from a perspective of a

VIT Hull Interaction Study

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Page 28: The application of CAESES from a perspective of a

VIT Interaction StudyBow Setup

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Page 29: The application of CAESES from a perspective of a

VIT Interaction StudyFlowparts (Tunnel Hull Transition)

VOITH CAESES | David Bendl | 2017-09-28 29

hull

flowpart

VIT

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Geometry DefinitionHull and Flowpart Parameters

VOITH CAESES | David Bendl | 2017-09-28 30

Page 31: The application of CAESES from a perspective of a

Geometry DefinitionBow

VOITH CAESES | David Bendl | 2017-09-28 31

• bow geometry is based on simple three point b-spline curves

• facilitating Bow_SectionAngle, Bow_WaterlineAngle and Bow_FrontWidth

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Geometry DefinitionBow

VOITH CAESES | David Bendl | 2017-09-28 32

• a lofted surface connects the base curves

• side surfaces are simply extruded

Page 33: The application of CAESES from a perspective of a

Geometry DefinitionFlowpart

VOITH CAESES | David Bendl | 2017-09-28 33

• flowpart and tunnel is created as one rotational brep

• the rotational brep is substractedfrom the hull brep

Page 34: The application of CAESES from a perspective of a

Geometry DefinitionTunnel Hull Transition

VOITH CAESES | David Bendl | 2017-09-28 34

• Tunnel hull transition is created a linear edge fillet (huge benefit of breps!)

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Geometry DefinitionSupport Geometry

VOITH CAESES | David Bendl | 2017-09-28 35

• support curves are created based on brep edges

• they adapt to geometry changes

Page 36: The application of CAESES from a perspective of a

Geometry DefinitionSupport Geometry

VOITH CAESES | David Bendl | 2017-09-28 36

• support curves are created based on brep edges

• they adapt to geometry changes

Page 37: The application of CAESES from a perspective of a

Grid GenerationHull Control Volume (Structured Hexahedron Approach)

VOITH CAESES | David Bendl | 2017-09-28 37

Page 38: The application of CAESES from a perspective of a

Geometry DefinitionMesh Parameters

VOITH CAESES | David Bendl | 2017-09-28 38

Page 39: The application of CAESES from a perspective of a

Grid GenerationFlowpart Study

VOITH CAESES | David Bendl | 2017-09-28 39

Page 40: The application of CAESES from a perspective of a

Grid GenerationControl Volume

VOITH CAESES | David Bendl | 2017-09-28 40

Page 41: The application of CAESES from a perspective of a

Control VolumeBoundary Definition

VOITH CAESES | David Bendl | 2017-09-28 41

stat. pressure

slip wall

Rotor:noslip wall(rotational velocity)

stat. pressure

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VOITH CAESES | David Bendl | 2017-09-28 42

Post ProcessingBow Study

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Standard Report Resistance Calculation

VOITH CAESES | David Bendl | 2017-09-28 43

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Automatic Latex Report CreationSupported by CAESES

VOITH CAESES | David Bendl | 2017-09-28 44

• standard tool in project work

• often tank test results are not available for power predictions of our propellers

• or changes / enhancement on the hull have to be evaluated

• standardized hydrostatics, mesh generation, CFD setup, post processing and reporting

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Main Views

VOITH CAESES | David Bendl | 2017-09-28 52

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Page 55: The application of CAESES from a perspective of a

Finished ReportExample

VOITH CAESES | David Bendl | 2017-09-28 55

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Conclusion

1. great tool – many possibilities (design studies, optimization and even different tasks)

2. excellent support – fast response on questions and also implementation of new features

3. main work horse – all our standard calculation are run through CAESES

VOITH CAESES | David Bendl | 2017-09-28 56

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