Efficiency of inclined plane when effort applied to move the body in downward direction on inclined plane Calculator

Category	Physics ↺
Physics	Theory of Machine ↺
Theory-Of-Machine	Friction ↺

✖Angle of inclination of the plane to the horizontal is formed by the inclination of one plane to another; measured in degrees or radians.ⓘ Angle of inclination of the plane to the horizontal [α]			+10% -10%
✖Angle of effort is the angle which the line of action of effort makes with the weight of the body W.ⓘ Angle of effort [θ]			+10% -10%
✖Limiting angle of friction is defined as the angle which the resultant reaction (R) makes with the normal reaction (RN).ⓘ Limiting angle of friction [Φ]			+10% -10%

✖Efficiency of inclined plane tells us what fraction of the input energy (kinetic energy) does useful work (lifting).ⓘ Efficiency of inclined plane when effort applied to move the body in downward direction on inclined plane [η]

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Anshika Arya

National Institute Of Technology (NIT), Hamirpur

Anshika Arya has created this Calculator and 200+ more calculators!

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

Effort applied to move the body in downward direction on inclined plane considering friction

Effort required to move a body on inclined surface considering friction=Weight of body on which frictional force is applied*sin(Angle of inclination of the plane to the horizontal-Limiting angle of friction)/sin(Angle of effort -(Angle of inclination of the plane to the horizontal-Limiting angle of friction)) GO

Effort applied to move the body in upward direction on inclined plane considering friction

Effort required to move a body on inclined surface considering friction=(Weight*sin(Angle of inclination of the plane to the horizontal+Limiting angle of friction))/sin(Angle of effort -(Angle of inclination of the plane to the horizontal+Limiting angle of friction)) GO

Effort applied parallel to inclined plane to move the body in downward direction considering friction

Effort required to move a body on inclined surface considering friction=Weight of body on which frictional force is applied*(sin(Angle of inclination of the plane to the horizontal)-(Coefficient of Friction*cos(Angle of inclination of the plane to the horizontal))) GO

Effort applied parallel to inclined plane to move the body in upward direction considering friction

Effort required to move a body on inclined surface considering friction=Weight of body on which frictional force is applied*(sin(Angle of inclination of the plane to the horizontal)+(Coefficient of Friction*cos(Angle of inclination of the plane to the horizontal))) GO

Effort required to move the body down the plane neglecting friction

Effort required to move a body on inclined surface neglecting friction=(Weight*sin(Angle of inclination of the plane to the horizontal))/sin(Angle of effort -Angle of inclination of the plane to the horizontal) GO

Effort required to move the body up the plane neglecting friction

Effort applied perpendicular to inclined plane to move the body in downward direction considering friction

Effort required to move a body on inclined surface considering friction=Weight of body on which frictional force is applied*tan(Angle of inclination of the plane to the horizontal-Limiting angle of friction) GO

Effort applied perpendicular to inclined plane to move the body in upward direction considering friction

Effort applied parallel to inclined plane to move the body in upward/downward direction neglecting friction

Effort required to move a body on inclined surface neglecting friction=Weight of body on which frictional force is applied*sin(Angle of inclination of the plane to the horizontal) GO

Effort applied perpendicular to inclined plane to move the body in upward/downward direction neglecting friction

Effort required to move a body on inclined surface neglecting friction=Weight*tan(Angle of inclination of the plane to the horizontal) GO

Minimum force required to slide a body on rough horizontal plane

Minimum effort=Weight of body on which frictional force is applied*(sin(Angle of effort )) GO

< 5 Other formulas that calculate the same Output

Efficiency of inclined plane when effort applied to move the body in upward direction on inclined plane

Efficiency of inclined plane=(cot(Angle of inclination of the plane to the horizontal+Limiting angle of friction)-cot(Angle of effort ))/(cot(Angle of inclination of the plane to the horizontal)-cot(Angle of effort )) GO

Efficiency of inclined plane when effort applied parallel to move the body in downward direction on inclined plane

Efficiency of inclined plane=sin(Angle of inclination of the plane to the horizontal-Limiting angle of friction)/(sin(Angle of inclination of the plane to the horizontal)*cos(Limiting angle of friction)) GO

Efficiency of inclined plane when effort applied parallel to move the body in upward direction on inclined plane

Efficiency of inclined plane=(sin(Angle of inclination of the plane to the horizontal)*cos(Limiting angle of friction))/sin(Angle of inclination of the plane to the horizontal+Limiting angle of friction) GO

Efficiency of inclined plane when effort applied horizontally to move the body in downward direction on inclined plane

Efficiency of inclined plane=tan(Angle of inclination of the plane to the horizontal-Limiting angle of friction)/tan(Angle of inclination of the plane to the horizontal) GO

Efficiency of inclined plane when effort applied horizontally to move the body in upward direction on inclined plane

Efficiency of inclined plane=tan(Angle of inclination of the plane to the horizontal)/tan(Angle of inclination of the plane to the horizontal+Limiting angle of friction) GO

Efficiency of inclined plane when effort applied to move the body in downward direction on inclined plane Formula

Efficiency of inclined plane=(cot(Angle of inclination of the plane to the horizontal)-cot(Angle of effort ))/(cot(Angle of inclination of the plane to the horizontal-Limiting angle of friction)-cot(Angle of effort ))

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Force of Friction between the cylinder and the surface of inclined plane if cylinder is rolling without slipping down a ramp GO

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Effort required to move the body up the plane neglecting friction GO

Effort required to move the body down the plane neglecting friction GO

Effort applied to move the body in upward direction on inclined plane considering friction GO

Effort applied to move the body in downward direction on inclined plane considering friction GO

Effort applied perpendicular to inclined plane to move the body in upward direction considering friction GO

Effort applied parallel to inclined plane to move the body in upward direction considering friction GO

Effort applied perpendicular to inclined plane to move the body in upward/downward direction neglecting friction GO

Effort applied parallel to inclined plane to move the body in upward/downward direction neglecting friction GO

Effort applied perpendicular to inclined plane to move the body in downward direction considering friction GO

Effort applied parallel to inclined plane to move the body in downward direction considering friction GO

Efficiency of inclined plane when effort applied to move the body in upward direction on inclined plane GO

Efficiency of inclined plane when effort applied horizontally to move the body in upward direction on inclined plane GO

Efficiency of inclined plane when effort applied parallel to move the body in upward direction on inclined plane GO

Efficiency of inclined plane when effort applied horizontally to move the body in downward direction on inclined plane GO

Efficiency of inclined plane when effort applied parallel to move the body in downward direction on inclined plane GO

Total torque required to overcome friction in rotating a screw GO

What is the efficiency of the ramp?

The efficiency of the ramp tells us what fraction of the input energy (kinetic energy) does useful work (lifting).

How to Calculate Efficiency of inclined plane when effort applied to move the body in downward direction on inclined plane?

Efficiency of inclined plane when effort applied to move the body in downward direction on inclined plane calculator uses Efficiency of inclined plane=(cot(Angle of inclination of the plane to the horizontal)-cot(Angle of effort ))/(cot(Angle of inclination of the plane to the horizontal-Limiting angle of friction)-cot(Angle of effort )) to calculate the Efficiency of inclined plane, Efficiency of inclined plane when effort applied to move the body in downward direction on inclined plane tells us what fraction of the input energy (kinetic energy) does useful work (lifting). Efficiency of inclined plane and is denoted by η symbol.

How to calculate Efficiency of inclined plane when effort applied to move the body in downward direction on inclined plane using this online calculator? To use this online calculator for Efficiency of inclined plane when effort applied to move the body in downward direction on inclined plane, enter Limiting angle of friction (Φ), Angle of effort (θ) and Angle of inclination of the plane to the horizontal (α) and hit the calculate button. Here is how the Efficiency of inclined plane when effort applied to move the body in downward direction on inclined plane calculation can be explained with given input values -> 0.560471 = (cot(60)-cot(30))/(cot(60-40)-cot(30)).

FAQ

What is Efficiency of inclined plane when effort applied to move the body in downward direction on inclined plane?

Efficiency of inclined plane when effort applied to move the body in downward direction on inclined plane tells us what fraction of the input energy (kinetic energy) does useful work (lifting) and is represented as η=(cot(α)-cot(θ))/(cot(α-Φ)-cot(θ)) or Efficiency of inclined plane=(cot(Angle of inclination of the plane to the horizontal)-cot(Angle of effort ))/(cot(Angle of inclination of the plane to the horizontal-Limiting angle of friction)-cot(Angle of effort )). Limiting angle of friction is defined as the angle which the resultant reaction (R) makes with the normal reaction (RN), Angle of effort is the angle which the line of action of effort makes with the weight of the body W and Angle of inclination of the plane to the horizontal is formed by the inclination of one plane to another; measured in degrees or radians.

How to calculate Efficiency of inclined plane when effort applied to move the body in downward direction on inclined plane?

Efficiency of inclined plane when effort applied to move the body in downward direction on inclined plane tells us what fraction of the input energy (kinetic energy) does useful work (lifting) is calculated using Efficiency of inclined plane=(cot(Angle of inclination of the plane to the horizontal)-cot(Angle of effort ))/(cot(Angle of inclination of the plane to the horizontal-Limiting angle of friction)-cot(Angle of effort )). To calculate Efficiency of inclined plane when effort applied to move the body in downward direction on inclined plane, you need Limiting angle of friction (Φ), Angle of effort (θ) and Angle of inclination of the plane to the horizontal (α). With our tool, you need to enter the respective value for Limiting angle of friction, Angle of effort and Angle of inclination of the plane to the horizontal and hit the calculate button. You can also select the units (if any) for Input(s) and the Output as well.

How many ways are there to calculate Efficiency of inclined plane?

In this formula, Efficiency of inclined plane uses Limiting angle of friction, Angle of effort and Angle of inclination of the plane to the horizontal. We can use 5 other way(s) to calculate the same, which is/are as follows -

Efficiency of inclined plane=(cot(Angle of inclination of the plane to the horizontal+Limiting angle of friction)-cot(Angle of effort ))/(cot(Angle of inclination of the plane to the horizontal)-cot(Angle of effort ))
Efficiency of inclined plane=tan(Angle of inclination of the plane to the horizontal)/tan(Angle of inclination of the plane to the horizontal+Limiting angle of friction)
Efficiency of inclined plane=(sin(Angle of inclination of the plane to the horizontal)*cos(Limiting angle of friction))/sin(Angle of inclination of the plane to the horizontal+Limiting angle of friction)
Efficiency of inclined plane=tan(Angle of inclination of the plane to the horizontal-Limiting angle of friction)/tan(Angle of inclination of the plane to the horizontal)
Efficiency of inclined plane=sin(Angle of inclination of the plane to the horizontal-Limiting angle of friction)/(sin(Angle of inclination of the plane to the horizontal)*cos(Limiting angle of friction))

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