Vessel of 11,000 tons displacement has a moment of statical stability of 500 tons/meters when heeled 5°. Find the initial metacentric height.
Given:
Displacement = 11,000 tons
Angle of heel = 5°
MSS = 500 tons/meters
What is asked:
Initial metacentric height
Solution:
Metacentric height is also known as GM.
GM = Moment of Statical Stability
Displacement x Sin Ɵ
= 500 tons/meters
11,000 tons x Sin 5°
= 500 tons/meters
958.71 tons
= 0.522 meters is the initial metacentric height
Given:
Displacement = 11,000 tons
Angle of heel = 5°
MSS = 500 tons/meters
What is asked:
Initial metacentric height
Solution:
Metacentric height is also known as GM.
GM = Moment of Statical Stability
Displacement x Sin Ɵ
= 500 tons/meters
11,000 tons x Sin 5°
= 500
958.71
=
If you find this blog helpful, please click the share below to share this post to your friends. Sharing is caring...
You Might Also Like
- Question From Readers #1
- Question From Readers #3
- Question From Readers #5
- Question From Readers #6
- Question From Readers #7
- Question From Readers #8
- Question From Readers #16
- Question From Readers #17
- Question From Readers #18
- Question From Readers #19
- Question From Readers #20
- TPC Formula
- Change Of Trim
- Moment Of Statical Stability
- Allowable Increase In Draft
- Height Of Center Of Gravity
- Rolling Period Formula
- How To Solve Ship's New Draft
- Solving Shift In The Center Of Gravity
- Solving For Vessel's Trim
- Calculate Whether The Ship Is Hogging Or Sagging
- Finding Ship's New Draft
- Ship's Squat Formula
- Rolling Period Formula In Still Water
- Solving For The Righting Arm
- Reduction In GM
- Find The Height Of The Metacenter Above Keel
- Finding Displacement Of A Vessel
No comments:
Post a Comment