Movable weight for metacentric height in experimental method Calculator

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Physics	Fluid Mechanics ↺
Fluid-Mechanics	Buoyancy ↺

✖Metacentric height is defined as the vertical distance between the center of gravity of a body and metacenter of that body.ⓘ Metacentric height [GM]			+10% -10%
✖The angle of heel is the tilted angle of the body.ⓘ Angle of heel [θ]			+10% -10%
✖Distance Traveled defines how much path an object has covered to reach its destination in a given period.ⓘ Distance Traveled [D]			+10% -10%

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[(0.1*weight_in_kgs*tan(0.1745329251994))/(50)] checking ... [(0.1*weight_in_kgs*tan(0.1745329251994))/(50)] (weight_in_kgs, 3) invalid . [(0.1*weight_in_kgs*tan(0.1745329251994))/(50)] errors were found.

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Movable weight for metacentric height in experimental method

Maiarutselvan V

PSG College of Technology (PSGCT), Coimbatore

Maiarutselvan V has created this Calculator and 200+ more calculators!

Sanjay Krishna

Amrita School of Engineering (ASE), Vallikavu

Sanjay Krishna has verified this Calculator and 100+ more calculators!

< 11 Other formulas that you can solve using the same Inputs

Distance Between Buoyancy Point and Center of Gravity When Metacenter Height is Given

Distance between point B and G=(Moment of inertia of the waterline area/Volume of liquid displaced by the body)-Metacentric height GO

Moment of Inertia of Waterline Area When Metacentric Height is Given

Moment of inertia of the waterline area=(Metacentric height+Distance between point B and G)*Volume of liquid displaced by the body GO

Volume of the Liquid Displaced When Metacentric Height is Given

Volume of liquid displaced by the body=Moment of inertia of the waterline area/(Metacentric height+Distance between point B and G) GO

Time period of Rolling

Time period of rolling=2*pi*(sqrt(((Radius of gyration)^(2))/(Acceleration Due To Gravity*Metacentric height))) GO

Radius of Gyration When Time Period of Rolling is Given

Radius of gyration=sqrt((Acceleration Due To Gravity*Metacentric height)*((Time period of rolling/2*pi)^2)) GO

Time period of oscillation in the ship

Time Period Of Progressive Wave=(2*pi)*(sqrt((Radius of gyration^2)/(Metacentric height*9.81))) GO

Meta-centric height in the experimental method

Metacentric height=((Weight*Distance Traveled)/(Weight*tan(Angle of heel))) GO

Angle of heel for metacentric height in experimental method

Angle of heel=atan((Weight*Distance Traveled)/(Weight*Metacentric height)) GO

Volume of body in fluid for metacentric height and BG

Volume=Area Moment Of Inertia/(Metacentric height+length BG) GO

Running Pace

Running Pace=Distance Traveled/Time Taken to Travel GO

Restoring force in shm

Restoring force=-Constant K*Distance Traveled GO

Movable weight for metacentric height in experimental method Formula

Weight=(Metacentric height*Weight*tan(Angle of heel))/(Distance Traveled)
W=(GM*W*tan(θ))/(D)

More formulas

Volume of fluid displaced GO

Centre of Buoyancy GO

Meta-centric height in the experimental method GO

Time period of oscillation in the ship GO

Angle of heel for metacentric height in experimental method GO

Volume of body in fluid for metacentric height and BG GO

Meta-centric height for time period of oscillation and radius of gyration GO

Radius of gyration for metacentric height and time period of oscillation GO

What is meta-centre?

It is defined as the point about which a body starts oscillating when the body is tilted by a small angle.

What is meta-centric height?

The distance between the meta-centre of a floating body and the center of gravity of the body is called meta-centric height. It is calculated using analytical and theoretical methods.

How to Calculate Movable weight for metacentric height in experimental method?

Movable weight for metacentric height in experimental method calculator uses Weight=(Metacentric height*Weight*tan(Angle of heel))/(Distance Traveled) to calculate the Weight, The Movable weight for metacentric height in experimental method is defined as the ratio of metacentric height, weight of the vessel including w1, and angle of heel to the distance moved by w1. Weight and is denoted by W symbol.

How to calculate Movable weight for metacentric height in experimental method using this online calculator? To use this online calculator for Movable weight for metacentric height in experimental method, enter Metacentric height (GM), Angle of heel (θ) and Distance Traveled (D) and hit the calculate button. Here is how the Movable weight for metacentric height in experimental method calculation can be explained with given input values -> 0.021159 = (0.1*60*tan(10))/(50).

FAQ

What is Movable weight for metacentric height in experimental method?

The Movable weight for metacentric height in experimental method is defined as the ratio of metacentric height, weight of the vessel including w1, and angle of heel to the distance moved by w1 and is represented as W=(GM*W*tan(θ))/(D) or Weight=(Metacentric height*Weight*tan(Angle of heel))/(Distance Traveled). Metacentric height is defined as the vertical distance between the center of gravity of a body and metacenter of that body, The angle of heel is the tilted angle of the body and Distance Traveled defines how much path an object has covered to reach its destination in a given period.

How to calculate Movable weight for metacentric height in experimental method?

The Movable weight for metacentric height in experimental method is defined as the ratio of metacentric height, weight of the vessel including w1, and angle of heel to the distance moved by w1 is calculated using Weight=(Metacentric height*Weight*tan(Angle of heel))/(Distance Traveled). To calculate Movable weight for metacentric height in experimental method, you need Metacentric height (GM), Angle of heel (θ) and Distance Traveled (D). With our tool, you need to enter the respective value for Metacentric height, Angle of heel and Distance Traveled and hit the calculate button. You can also select the units (if any) for Input(s) and the Output as well.

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