3. ProblemEstimate the frictional resistance Rp for a container ship using the ITTC 1957 model-ship correlation lineEquation (2):0.075CF[ log,,(Re) – 21The ship has the following particulars:Full scale ship datalength between perpendiculars Leplength in waterlinelength over wetted surface195.40 mLwzLosFor the wetted surface S you can use the followingformula by Kristensen and Lützen (2012) derivedfor container ships.200.35 m205.65 mbreadthB29.80 mdraftT10.10 m37085.01 m3S = 5 + Lw. T0.995displacementdesign speedAgain, use the most up-to-date ITTC water properties sheet for density and kinematic viscosity.V21.00 kn

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Estimate the frictional resistance Rp for a container ship using the ITTC 1957 model-ship correlation line Equation (2): 0.075 [ log10(Re) – 21 The ship has the following particulars: Full scale ship data length between perpendiculars Lp length in waterline length over wetted surface breadth 195.40 m Lwr. Los For the wetted surface S you can use the following formula by Kristensen and Lützen (2012) derived for container ships. 200.35 m 205.65 m 29.80 m draft displacement design speed Again, use the most up-to-date ITTC water properties sheet for density and kinematic viscosity. s - 0.95 + Lwn T T 10.10 m V 37085.01 m 21.00 kn

Estimate the frictional resistance Rp for a container ship using the ITTC 1957 model-ship correlation line Equation (2): 0.075 [ log10(Re) – 21 The ship has the following particulars: Full scale ship data length between perpendiculars Lp length in waterline length over wetted surface breadth 195.40 m Lwr. Los For the wetted surface S you can use the following formula by Kristensen and Lützen (2012) derived for container ships. 200.35 m 205.65 m 29.80 m draft displacement design speed Again, use the most up-to-date ITTC water properties sheet for density and kinematic viscosity. s - 0.95 + Lwn T T 10.10 m V 37085.01 m 21.00 kn

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

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