Dialog: Function-Block: Spring

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Dialog: Function-Block: Spring

Spring FB

See Add Spring FB


We add a Spring FB to apply a force between two Points. We use the term “Anchor-Points” for the two Points*.

Open the Spring dialog to edit the Spring parameters.  


* Points, start-Point, end-Point.


See also:

Machine Settings > Engineering Units

Configure Power Source


tog_minusHow to open the Spring FB dialog

Spring dialog

Spring FB dialog

Spring FB dialog

Spring Parameters 

MD-Dialog-SpringFB-SpringParameters

Select the check-box to enable the Spring FB.


Spring-Rate [N/mm] :

Force Contribution:

= Spring-Rate × | Spring-LengthFree-Length |

Spring-Length is the distance between the two anchor-points.

The Force always acts on the anchor-points to attempt to return the Spring to its Free-Length


Note:

Do not enter a negative Spring-Rate (In a new release, we will make sure you cannot enter a negative number).

Free-Length [mm] :

The natural length of the Spring when it is not joined to the Anchor-Points.


Constant-Force [N]

A positive Constant-Force PULLS the Anchor-Points IN (o>>> + <<<o)

A negative Constant-Force PUSHES the Anchor-Points OUT  (o<<< — >>>o)

Velocity Parameters 

MD-Dialog-SpringFB-VelocityParameters

Coulomb (Constant) Friction Force

A pseudo constant force that is opposite to the direction of the motion.

In a kinetostatic force analysis, it is only an approximate of the Friction-Force.


Note:

The Friction-Force between two bodies in contact at a joint is proportional (approximately) to the force that acts on the bodies at the joint.

However, because the force acting between the two bodies is usually not constant, the Friction Force is also, in reality, NOT constant.


Viscous Coefficient ( )

A Force that is proportional to the velocity between the Anchor-Points.

The direction of the force is opposite to the velocity between the Anchor-Points.

For example, if the Damping Coefficient = 4 and the Velocity is +100mm/s, (anchor points moving away from each other), the force pulling the points together is a force of 400N.


Drag Factor ( )

A Force that is proportional to square of the velocity between the Anchor-Points. For example, air resistance.

The direction of the force is opposite to the velocity between the Anchor-Points.

For example, if the Drag Factor = 4, and the Velocity = +100mm/s (anchor-points are moving apart), then the force pulling the anchor-points together is a force of 40000N.


Input and output-Connectors

Output-Connectors

The Spring-FB has two output-connectors.

Top :

Distance, Velocity, Acceleration of the dimension between the anchor-points.

Bottom :

Total Force exerted by the Spring

Force-X (force parallel with the X-axis of the Mechanism-Editor), and

Force-Y (force parallel with the Y-axis of the Mechanism-Editor) acting on anchor-points.

or

Driving-Force = Linear Motive Force, if you configure the Spring FB as a Linear Motor - see Configure Power Source

Input-Connector

The Spring-FB has one input-connector.

To add a Force-Function to the Total-Force, connect a wire to the input-connector of a Spring FB.

The units of the data at the input-connector must be units of Force to give Newtons.

Usually, use a Math FB to convert the data-type to Force.

For example: to convert to , you must:

1.Add a Math FB to the graphics-area

2.Connect a wire to the input-connector of the Math FB from a Function-Block that measures a distance, e.g. from a Measurement FB constant or variable.

3.Edit the Math FB

a.change the Output Data Type to Force (N) - see Math FB dialog > Output data-type

b.enter (see Note) as the first(top) equation to transform at the output-connector

4.Connect a wire from the Math FB to the input-connector of the Spring FB.

Notes:

A. The units inside the Math FB are SI units - e.g. : at the input-connector is “inside” the Math FB

B. You may also need to negate the equation, e.g. : () - a positive (or negative) value at the input to the Spring FB PULLS (PUSHES) the anchor-points.