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Fuel efficiency optimization of
tanker with focus on hull
parameters
Presented by: Mr. Pradeepkumar Jagdale
IIT Kharagpur
SubName:- Design Problems In Ocean Engineering
(NA69005)
Factors related to Fuel Performance of a
ship
 Fuel properties
 Design and features of propeller in an engine
 Hydrodynamic
 Dimensional design of ship
 The average speed of ship
Fuel efficiency optimization of tanker with focus on hull parameters 2
Optimization Methodology
Genetic Algorithm
Multi-disciplinary optimization
Fuel efficiency optimization of tanker with focus on hull parameters 3
Genetic Algorithm
The genetic algorithm is an artificial intelligence methodology that is inspired
by the evolution theory of Darwin . Genetic algorithm is a biological evolution-
based calculation method of optimality. It generates a method for effective
search in huge and extensive spaces which finally leads towards finding the
optimum answer.
The present study uses genetic algorithm toolbox of MATLAB software package.
This toolbox is set of functions with the capability of optimization by using
numerical calculations space. To optimize by this toolbox, it is necessary to
prepare objective function and all conditions of the problem as M file for MATLAB
software
Fuel efficiency optimization of tanker with focus on hull parameters 4
Multi-disciplinary
optimization
Design
variables
Parameters
Objective
function
ConditionsFuel efficiency optimization of tanker with focus on hull parameters 5
Design Variables
Design variables can vary in their definition domain to reach
to the optimum answer of the problem.
The design variables in the present study are Cb, T, B, L, D,
and V.
Cb=hull bulk coefficient
T= Ship draught, m
B= Ship width, m
L= Ship length, m
D= Ship height, m
V= Ship speed, knot
Fuel efficiency optimization of tanker with focus on hull parameters 6
Parameters
Properties are considered as design parameters.
In the present study,
Density of Sea water = 1025 kg/m3
Viscosity of Sea water = 1.8 × 10−3 Pa.s
Fuel efficiency optimization of tanker with focus on hull parameters 7
Objective Function
Fuel
Consumption
Efficiency
(FCE)
Wetted
surface of
the ship
Friction
resistance
Viscous-
pressure
resistance
Weight of
steel of
the ship
hull
Hull
Efficiency
8
B =ship width, m
T =ship draught, m
D =ship height, m
CB =hull bulk coefficient
C∇ =volume–length coefficient
Cp =prism coefficient
AM =intermediate intersection area, m 2
Cf =friction resistance coefficient
Cpv=viscous–pressure resistance efficient
t = thrust reducing factor
S = wetted area
L = ship length, m
V = ship speed, knot
Wst =mass of steel used in ship hull, tone
Rn =Reynolds number
Fn =Froude number
W=Wake coefficient
∇ =ship volume, m3
∆ =ship mass, tone
ηH =hull efficiency
ηo =propeller efficiency in free waters
ηR =propeller relative rotating efficiency
Nomenclature 9
1.Wetted surface of the Ship
Fuel efficiency optimization of tanker with focus on hull parameters 10
2.Hull Resistance
Total Hull Resistance
Viscous
Resistance
Frictional Resistance
Viscous-pressure
Resistance
Wave
Resistance
Fuel efficiency optimization of tanker with focus on hull parameters 11
12
3. Ratio of hull steel weight to total
ship weight
Fuel efficiency optimization of tanker with focus on hull parameters 13
4. Hull Efficiency
Fuel efficiency optimization of tanker with focus on hull parameters 14
Objective function
We have:
 S = f(B, T, Cb,∇)
 Cf = f (Rn)
 Cpv = f (B, T, C∇, Cp)
 Wst/∆ = f (L, B, D, ∆)
 1/ηH = f(w)
 S = f(L,V) = MOP1
 Cf = f(L,V) = MOP2
 Cpv = f(L,V) = MOP3
 Wst/∆ = f(L,V) = MOP4
 1/ηH = f(L,V) = MOP5
∇=L.B.T.CB
B=0.125L+2.45
T=0.78.L/13.5
D=L/13.5
CB=0.70+0.125.tan-1((23-100Fn)/4)
Fn=0.507V/(9.8L)1/2
C ∇= ∇/L3=B.T.CB/L2
∆=(L/(10/3+5V/(3L1/2)))3
Rn=1025*0.507*V*L/(1.08x10-3)
w=1.7643CB
2-1.4745CB+0.2574
Weights
n1=0.1
n2=0.25
n3=0.2
n4=0.3
n5=0.15
Max Values
S 25773(m2)
Cf 0.00262
Cpv 0.00233
Wst/∆ 0.04509
1/ηH 1.18531 15
𝑴𝑶𝑬 𝑳, 𝑽 =
𝒊=𝟏
𝟓
𝒏𝒊 ∗
𝑴𝑶𝑷𝒊(𝑳, 𝑽)
𝑴𝒂𝒙(𝑴𝑶𝑷𝒊 𝑳, 𝑽 )
Objective Function is:-
With Constraints/Restrains
0.48 ≤ CB ≤ 0.85 0.001 ≤ C∇ ≤ 0.007
∆ ≤ 600,000 tonne 2x107 ≤ Rn ≤ 6x109
200 ≤ L(m) ≤ 480 10 ≤ V (in knot) ≤ 30
Fuel efficiency optimization of tanker with focus on hull parameters 16
Results of Optimization Using Genetic Algorithm
Result Converges at
L(m) 225.12
V(knot) 15.60
MOE 0.78
17
Values of Design Variables
B(m) 30.50
T(m) 13.00
D(m) 16.50
CB 0.82
References
[1] D. Woodyard, Pounder’s Marine Diesel Engines and Gas Turbines, Butterworth-
Heinemann, 2009.
[2] A.F. Molland, The Maritime Engineering Reference Book: A Guide To Ship Design,
Construction and Operation, Elsevier, 2011.
[3] M. Mitchell, An Introduction to Genetic Algorithms, MIT press, 1998.
[4] A., Chipperfield, et al., Genetic Algorithm Toolbox for Use with MATLAB. 1994.
[5] A. Homaifar, H. Lai, E. McCormick, Appl. Math. Model. 18 (2) (1994) 72–83.
[6] M.S. Seif, M. Tavakoli, in: Proceedings of the XVI SORTA Symposium, Croatia, 2004.
[7] O. de Weck, K. Willcox, Multidisciplinary System Design Optimization, MIT, 2003
Lecture note.
[8] S. Wang, Q. Meng, Z. Liu, Transp. Res. Part E: Logist. Transp. Rev. 53 (2013) 49–62.
[9] M. Nelson, et al., Appl. Ocean Res. 43 (2013) 46–52.
[10] E. Danckwardt, Ermittlung des Widerstandes von Frachtschiffen und
Hecktrawlern beim Entwurf, Schiffbauforschung, 1969.
[11] C. Grigson, Trans. RINA (1999).
[12] H. Schneekluth, Hydromechanik zum Schiffsentwurf. Vorlseungen. Herbert
Schneekluth, Koehler, 1988 3., verb. u. erw. Aufl.
[13] H.O. Kristensen, M. Lützen, Clean Shipp. Curr. 1 (6) (2012).
[14] V. Bertram, H. Schneekluth, Ship Design for Efficiency and Economy,
Butterworth-Heinemann, 1998.
Fuel efficiency optimization of tanker with focus on hull parameters 18
Thank You!!
Fuel efficiency optimization of tanker with focus on hull parameters 19

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Fuel efficiency optimization of tanker with focus on hull

  • 1. Fuel efficiency optimization of tanker with focus on hull parameters Presented by: Mr. Pradeepkumar Jagdale IIT Kharagpur SubName:- Design Problems In Ocean Engineering (NA69005)
  • 2. Factors related to Fuel Performance of a ship  Fuel properties  Design and features of propeller in an engine  Hydrodynamic  Dimensional design of ship  The average speed of ship Fuel efficiency optimization of tanker with focus on hull parameters 2
  • 3. Optimization Methodology Genetic Algorithm Multi-disciplinary optimization Fuel efficiency optimization of tanker with focus on hull parameters 3
  • 4. Genetic Algorithm The genetic algorithm is an artificial intelligence methodology that is inspired by the evolution theory of Darwin . Genetic algorithm is a biological evolution- based calculation method of optimality. It generates a method for effective search in huge and extensive spaces which finally leads towards finding the optimum answer. The present study uses genetic algorithm toolbox of MATLAB software package. This toolbox is set of functions with the capability of optimization by using numerical calculations space. To optimize by this toolbox, it is necessary to prepare objective function and all conditions of the problem as M file for MATLAB software Fuel efficiency optimization of tanker with focus on hull parameters 4
  • 6. Design Variables Design variables can vary in their definition domain to reach to the optimum answer of the problem. The design variables in the present study are Cb, T, B, L, D, and V. Cb=hull bulk coefficient T= Ship draught, m B= Ship width, m L= Ship length, m D= Ship height, m V= Ship speed, knot Fuel efficiency optimization of tanker with focus on hull parameters 6
  • 7. Parameters Properties are considered as design parameters. In the present study, Density of Sea water = 1025 kg/m3 Viscosity of Sea water = 1.8 × 10−3 Pa.s Fuel efficiency optimization of tanker with focus on hull parameters 7
  • 8. Objective Function Fuel Consumption Efficiency (FCE) Wetted surface of the ship Friction resistance Viscous- pressure resistance Weight of steel of the ship hull Hull Efficiency 8
  • 9. B =ship width, m T =ship draught, m D =ship height, m CB =hull bulk coefficient C∇ =volume–length coefficient Cp =prism coefficient AM =intermediate intersection area, m 2 Cf =friction resistance coefficient Cpv=viscous–pressure resistance efficient t = thrust reducing factor S = wetted area L = ship length, m V = ship speed, knot Wst =mass of steel used in ship hull, tone Rn =Reynolds number Fn =Froude number W=Wake coefficient ∇ =ship volume, m3 ∆ =ship mass, tone ηH =hull efficiency ηo =propeller efficiency in free waters ηR =propeller relative rotating efficiency Nomenclature 9
  • 10. 1.Wetted surface of the Ship Fuel efficiency optimization of tanker with focus on hull parameters 10
  • 11. 2.Hull Resistance Total Hull Resistance Viscous Resistance Frictional Resistance Viscous-pressure Resistance Wave Resistance Fuel efficiency optimization of tanker with focus on hull parameters 11
  • 12. 12
  • 13. 3. Ratio of hull steel weight to total ship weight Fuel efficiency optimization of tanker with focus on hull parameters 13
  • 14. 4. Hull Efficiency Fuel efficiency optimization of tanker with focus on hull parameters 14
  • 15. Objective function We have:  S = f(B, T, Cb,∇)  Cf = f (Rn)  Cpv = f (B, T, C∇, Cp)  Wst/∆ = f (L, B, D, ∆)  1/ηH = f(w)  S = f(L,V) = MOP1  Cf = f(L,V) = MOP2  Cpv = f(L,V) = MOP3  Wst/∆ = f(L,V) = MOP4  1/ηH = f(L,V) = MOP5 ∇=L.B.T.CB B=0.125L+2.45 T=0.78.L/13.5 D=L/13.5 CB=0.70+0.125.tan-1((23-100Fn)/4) Fn=0.507V/(9.8L)1/2 C ∇= ∇/L3=B.T.CB/L2 ∆=(L/(10/3+5V/(3L1/2)))3 Rn=1025*0.507*V*L/(1.08x10-3) w=1.7643CB 2-1.4745CB+0.2574 Weights n1=0.1 n2=0.25 n3=0.2 n4=0.3 n5=0.15 Max Values S 25773(m2) Cf 0.00262 Cpv 0.00233 Wst/∆ 0.04509 1/ηH 1.18531 15
  • 16. 𝑴𝑶𝑬 𝑳, 𝑽 = 𝒊=𝟏 𝟓 𝒏𝒊 ∗ 𝑴𝑶𝑷𝒊(𝑳, 𝑽) 𝑴𝒂𝒙(𝑴𝑶𝑷𝒊 𝑳, 𝑽 ) Objective Function is:- With Constraints/Restrains 0.48 ≤ CB ≤ 0.85 0.001 ≤ C∇ ≤ 0.007 ∆ ≤ 600,000 tonne 2x107 ≤ Rn ≤ 6x109 200 ≤ L(m) ≤ 480 10 ≤ V (in knot) ≤ 30 Fuel efficiency optimization of tanker with focus on hull parameters 16
  • 17. Results of Optimization Using Genetic Algorithm Result Converges at L(m) 225.12 V(knot) 15.60 MOE 0.78 17 Values of Design Variables B(m) 30.50 T(m) 13.00 D(m) 16.50 CB 0.82
  • 18. References [1] D. Woodyard, Pounder’s Marine Diesel Engines and Gas Turbines, Butterworth- Heinemann, 2009. [2] A.F. Molland, The Maritime Engineering Reference Book: A Guide To Ship Design, Construction and Operation, Elsevier, 2011. [3] M. Mitchell, An Introduction to Genetic Algorithms, MIT press, 1998. [4] A., Chipperfield, et al., Genetic Algorithm Toolbox for Use with MATLAB. 1994. [5] A. Homaifar, H. Lai, E. McCormick, Appl. Math. Model. 18 (2) (1994) 72–83. [6] M.S. Seif, M. Tavakoli, in: Proceedings of the XVI SORTA Symposium, Croatia, 2004. [7] O. de Weck, K. Willcox, Multidisciplinary System Design Optimization, MIT, 2003 Lecture note. [8] S. Wang, Q. Meng, Z. Liu, Transp. Res. Part E: Logist. Transp. Rev. 53 (2013) 49–62. [9] M. Nelson, et al., Appl. Ocean Res. 43 (2013) 46–52. [10] E. Danckwardt, Ermittlung des Widerstandes von Frachtschiffen und Hecktrawlern beim Entwurf, Schiffbauforschung, 1969. [11] C. Grigson, Trans. RINA (1999). [12] H. Schneekluth, Hydromechanik zum Schiffsentwurf. Vorlseungen. Herbert Schneekluth, Koehler, 1988 3., verb. u. erw. Aufl. [13] H.O. Kristensen, M. Lützen, Clean Shipp. Curr. 1 (6) (2012). [14] V. Bertram, H. Schneekluth, Ship Design for Efficiency and Economy, Butterworth-Heinemann, 1998. Fuel efficiency optimization of tanker with focus on hull parameters 18
  • 19. Thank You!! Fuel efficiency optimization of tanker with focus on hull parameters 19