A vessel's displacement is 2,400 tons and her KG is 10.8 meters. What is the new KG if a weight of 50 tons already on board is raised 12 meters vertically?
Given:
Displacement = 2, 400 tons
Distance = 12 meters
Weight = 50 tons
KG = 10.8 meters
Find:
New KG
Solution:
1. Shifting of Weights
GG1 = Weight x Distance
Displacement
= 50 tons x 12 m
2, 400 tons
= 600
2, 400
GG1 = 0.25 m
2. The problem states that a weight is shifted vertically to 12 meters, so we can see that the weight is shifted upwards because our KG is only at 10.8 m. From this given situation we can conclude that KG will increase. So, what we are going to do this is to add our answer in step 1 to the old KG.
Old KG = 10.8 m
GG1 = 0.25 m
New KG = 11.05 m will be the height of the center of gravity
Thank you for submitting this question. If you have more or you want clarification, feel free to raise it. Once again, Thanks.
Please click the share button 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
- TPC Formula
- Change Of Trim
- Find The Initial Metacentric Height
- 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
Good work
ReplyDeleteso if a kg is greater than distance it would be subtract the old kg and gg1?
ReplyDeleteit should be?
Delete