## < ⎙ 3 Other formulas that you can solve using the same Inputs

Total number of instantaneous centers in a mechanism
Total number of instantaneous centers in a mechanism=Number of links in a kinematic chain*(Number of links in a kinematic chain-1)/2 GO
Number of joints in a kinematic chain when higher pair is also present
Number of joints in a kinematic chain=(3*Number of links in a kinematic chain/2)-2-(Number of higher pairs in a kinematic chain/2) GO
Number of joints in a kinematic chain
Number of joints in a kinematic chain=(3*Number of links in a kinematic chain/2)-2 GO

### Number of degrees of freedom in a kinematic chain(kutzbach criterion) Formula

Number of degree of freedom for plane mechanism=3*(Number of links in a kinematic chain-1)-(2*Number of joints in a kinematic chain)-Number of higher pairs in a kinematic chain
More formulas
Force of Friction between the cylinder and the surface of inclined plane if cylinder is rolling without slipping down a ramp GO
Coefficient of Friction between the cylinder and the surface of inclined plane if cylinder is rolling without slipping down GO
Frequency of oscillation for SHM GO
Periodic time for SHM GO
Restoring torque for simple pendulum GO
Moment of inertia of bob of pendulum, about an axis through the point of suspension GO
Restoring force due to spring GO
Deflection of spring when mass m is attached to it GO
Periodic time for one beat of SHM GO
Periodic time of SHM for compound pendulum in terms of radius of gyration GO
Frequency of SHM for compound pendulum GO
Minimum periodic time of SHM for compound pendulum GO
Number of links in a kinematic chain GO
Number of joints in a kinematic chain GO
Number of joints in a kinematic chain when higher pair is also present GO
Total number of instantaneous centers in a mechanism GO
Coefficient of Friction GO
Limiting angle of friction GO
Angle of repose GO
Minimum force required to slide a body on rough horizontal plane GO
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 to move the body in downward 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 does the degree of freedom mean?

Degrees of Freedom refers to the maximum number of logically independent values, which are values that have the freedom to vary, in the data sample.

## What is Kutzbach criterion for degree of freedom of plane mechanism?

The Kutzbach criterion, which is similar to Gruebler's equation, calculates the mobility. In order to control a mechanism, the number of independent input motions must equal the number of degrees of freedom of the mechanism.

## How to Calculate Number of degrees of freedom in a kinematic chain(kutzbach criterion)?

Number of degrees of freedom in a kinematic chain(kutzbach criterion) calculator uses Number of degree of freedom for plane mechanism=3*(Number of links in a kinematic chain-1)-(2*Number of joints in a kinematic chain)-Number of higher pairs in a kinematic chain to calculate the Number of degree of freedom for plane mechanism, Number of degrees of freedom in a kinematic chain(kutzbach criterion) is the number of independent parameters that define its configuration or state. Number of degree of freedom for plane mechanism and is denoted by n symbol.

How to calculate Number of degrees of freedom in a kinematic chain(kutzbach criterion) using this online calculator? To use this online calculator for Number of degrees of freedom in a kinematic chain(kutzbach criterion), enter Number of links in a kinematic chain (l), Number of joints in a kinematic chain (j) and Number of higher pairs in a kinematic chain (h) and hit the calculate button. Here is how the Number of degrees of freedom in a kinematic chain(kutzbach criterion) calculation can be explained with given input values -> -1 = 3*(4-1)-(2*4)-2.

### FAQ

What is Number of degrees of freedom in a kinematic chain(kutzbach criterion)?
Number of degrees of freedom in a kinematic chain(kutzbach criterion) is the number of independent parameters that define its configuration or state and is represented as n=3*(l-1)-(2*j)-h or Number of degree of freedom for plane mechanism=3*(Number of links in a kinematic chain-1)-(2*Number of joints in a kinematic chain)-Number of higher pairs in a kinematic chain. Number of links in a kinematic chain is a resistant body that constitutes part of the machine, connecting other parts which have motion relative to it, Number of joints in a kinematic chain is a section of a machine which is used to connect one or more mechanical part to another and Number of higher pairs in a kinematic chain is a constraint that requires a curve or surface in the moving body to maintain.
How to calculate Number of degrees of freedom in a kinematic chain(kutzbach criterion)?
Number of degrees of freedom in a kinematic chain(kutzbach criterion) is the number of independent parameters that define its configuration or state is calculated using Number of degree of freedom for plane mechanism=3*(Number of links in a kinematic chain-1)-(2*Number of joints in a kinematic chain)-Number of higher pairs in a kinematic chain. To calculate Number of degrees of freedom in a kinematic chain(kutzbach criterion), you need Number of links in a kinematic chain (l), Number of joints in a kinematic chain (j) and Number of higher pairs in a kinematic chain (h). With our tool, you need to enter the respective value for Number of links in a kinematic chain, Number of joints in a kinematic chain and Number of higher pairs in a kinematic chain 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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