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Seakeeping Analysis of Sailing Yacht Hulls and Centerboard Effect: Comparison between Different Computational Methods Author: Eng. Giovanni Bailardi Supervisor: Prof. Dario Boote (UNIGE) External Reviewer: Prof. Pierre Ferrant (Ecole Centrale de Nantes) Contents Introduction Numerical Methods Overview B.E.M. - HydroStar R.A.N.S. - Star CCM+ Comparisons Conclusion 2/28/2014 Giovanni Bailardi - EMSHIP 2
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Seakeeping Analysis of Sailing Yacht Hulls and Centerboard Effect: Comparison between

Different Computational Methods

Author: Eng. Giovanni Bailardi

Supervisor: Prof. Dario Boote (UNIGE)

External Reviewer: Prof. Pierre Ferrant (Ecole Centrale de Nantes)

Contents Introduction

Numerical Methods Overview

B.E.M. - HydroStar

R.A.N.S. - Star CCM+

Comparisons

Conclusion

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Seakeeping Analysis

The seakeeping study is normally used to evaluate the ship response to a generic sea state.

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+

Seakeeping Analysis

Computational methods can allow the evaluation of the yacht motion, velocity and acceleration in all the 6 DoFs

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B.E.M. Frequency Domain

R.A.N.S. Time Domain

R. A. O. Response Amplitude Operator

Sea

State

Yacht

Response

R. A. N. S.

B. E. M.

Thesis Workflow

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Inertia Estimation (Excel Sheet)

Input geometry (Matlab)

Meshing + Seakeeping (HydroStar)

3D Model (Rhinoceros,

FreeShip, MaxSurf)

Meshing + Seakeeping + Postprocessing (Star CCM+)

Postprocessing (Matlab)

Comparison (Matlab)

CoG

CoG keel

CoG bulb

CoG hull

zobj

Inertia Estimation

In order to solve the yacht dynamic system, mass inertias must be evaluated and then trasported to the relative CoG:

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𝑀 + 𝐴(𝑡) 𝑋 + 𝐵 𝑡 + 𝐵ν 𝑋 + 𝐾 𝑋 = 𝐹(𝑡)

𝐼𝑥𝑥_𝑜𝑏𝑗 = 𝐼𝑜𝑏𝑗 + 𝑧𝑜𝑏𝑗2 ∙ 𝑚𝑜𝑏𝑗 𝐼𝑥𝑥_𝐶𝑜𝐺 = 𝐼𝑥𝑥_𝑜𝑏𝑗

Boundary Element Method

The most used method for the seakeeping evaluation comes directly from the Potential Theory applied to a Panel Method:

Non viscous (ν = 0)

Irrotational (𝛻 × 𝑉 = 0);

Incompressible (𝜌 = 𝑐𝑜𝑛𝑠𝑡)

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+ Fast computation + Spectral analysis possible + LTI system + 2nd order effects

- Only volume under waterline - No lifting effect - No viscous damping effect - Optimum for simple geometry

body

HydroStar

Computational Domain

The yacht is modeled by 3D panels, where Green functions are applied, up to the waterline

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The Wave is computed as Monochromatic perturbation along the mean Free Surface with constant Amplitude

NO TOPSIDE VOLUME

RAO: Heading Effect (V = 0kn)

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Heave has a wider spectrum with beam seas

Pitch motion present resonance around 0.3Hz hence waves of about 3s period

Speed Effect: Heave

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Beam sea (β=90°) Head sea (β=180°)

Very Slight modification

The increase of velocity generates a peak of resonance

The higher is the velocity the higher is the peak

Trim effect: Pitch & Roll

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Head sea (β=180°) Beam sea (β=90°)

Pitch motion peak enhanced by negative trim (bow up)

Reduced by positive trim (bow

down)

The trim angle changes the underwater volume and thus the RAO spectrum, the resonance frequency and its peak.

Cricitcal Viscous Damping

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Roll response amplitude strongly influeced by the vicous damping coefficient Need of exact coefficient for yacht roll performance estimation, seasickness and

motion

R.A.N.S. CFD

Numerical solution of the Reynold Averaged Navier-Stokes equations in a Finite Volume domain

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+ Viscous effects + Lifting+Vorticity effects + Dynamic unsteady simulation + Complete body volume

considered

- Very long computation - Strong Mesh influence - Spectral waves input under

development

Star CCM+

Computational Domain

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Eulerian Volume with the fluids interface described by the Volume Of Fraction model (no multiphase)

Dynamic Fluid-Body Interaction

Mesh refinement «ad-hoc»

Overset Mesh

Regular Waves Peculiarities

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Waves affect the wetted wolume Each Wave requires special refinement in order to avoid smearing

1st Order Wave (T=2.5s)

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1st Order Wave (T=4s)

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1st Order Wave (T=8s)

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RANS: Speed Effect

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Different response period because of different encounter frequency No differences in Heave motion Amplitude Different mean Dynamic Trim but not visible amplitude difference

Upwind Sailing: Heeled Condition

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Roll Motion: mesh

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The domain loses symmetry: nr. cells at least doubled

The informations don’t spread in a favourite direction

Hull Aft Shape

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NIKKA: Soft Chines BELLA DONNA: Round Stern

Hull Aft Shape: Speed Influence

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0 kn

8 kn

Centerboard up/down: RAO Comparison

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NIKKA

BELLA DONNA

Centerboard up/down: Focus on Roll

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NIKKA: HydroStar vs Star CCM+

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The general trend between the two methods is similar Heave resonance behaviour seemed halved with viscous simulations At very long periods/low frequencies a lower ratio of Heave amplitude

is shown for Star CCM+

Head sea (β=180°)

BELLA DONNA: HydroStar vs Star CCM+

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The general trend between the two methods is similar Heave resonance behaviour seemed halved with viscous simulations At very long periods/low frequencies a lower ratio of Heave amplitude

is shown for Star CCM+

Head sea (β=180°)

HydroStar vs Star CCM+

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Heave motion shows a slightly reduced spectrum for RANS solver Concerning sailing yachts, Roll motion cannot be correctly predict by

non-viscous solver

Beam sea (β=90°)

Conclusions

For the seakeeping of complex dynamic systems like the sailing yachts, RANS

solvers are needed.

Forward velocity resonance effects that need to be experimentally validated;

Soft Chines damp mostly the Roll response but its influence decreases

increasing the velocity;

The Lifting Centerboard don’t affect the longitudinal motion in heeled

condition with head sea (roll fixed) while strongly modifies the rolling

behaviour.

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Future Developments

Experimental validation at forward speed

Modern trend of Hard Chined hulls (Volvo, Vendeé Globe, Mini Transat 6.5, Class 40);

Influence of Bulb shape on roll damping;

Heading Angle + 6 DoFs: the future of VPP;

Aerodynamic + Hydrodynamic RANS simulation (America’s CUP - Oracle USA)

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Questions?

Thanks 2/28/2014 Giovanni Bailardi - EMSHIP 43


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