WOLFRAM SYSTEM MODELER

ContactRing

Normal and friction contact forces between disk and housing

Diagram

Wolfram Language

In[1]:=
SystemModel["RotatingMachinery.Supports.ContactRing"]
Out[1]:=

Information

Contact model

The component calculates normal and friction contact forces between disk and housing. The forces are zero until the deflection is larger than the parameter GapShaftHousing.

Image001Figure 1: Contact parameters tab.

The stiffness and damping coefficients for the contact force in the normal direction are kInSurface and damping.

The friction coefficient has a static and a dynamic part. To avoid numerical problems, the friction behavior has been smoothened with the function TripleS_Func.

Parameters (7)

kInSurface

Value: 5000000

Type: Real (N/m)

Description: Spring constant of in-plane motion

damping

Value: 10000

Type: Real (N⋅s/m)

Description: Damping of in-plane motion

mu_static

Value: 0

Type: Real

Description: Static friction coefficient

mu_dynamic

Value: 0

Type: Real

Description: Dynamic friction coefficient

housingDiameter

Value: 1.1

Type: Real (m)

Description: Inner diameter of the housing

gapShaftHousing

Value: 0.05

Type: Real (m)

Description: Clearance between disk and housing

N_to_m

Value: world.defaultN_to_m

Type: Real (N/m)

Description: Force arrow scaling (length = force/N_to_m)

Connectors (2)

frame_a

Type: Frame_a

Description: Coordinate system a fixed to the component with one cut-force and cut-torque

frame_b

Type: Frame_b

Description: Coordinate system b fixed to the component with one cut-force and cut-torque

Components (2)

world

Type: World

Description: World coordinate system + gravity field + default animation definition

arrow

Type: Arrow

Description: Visualizing an arrow with variable size

Used in Examples (4)

ClampedRotor

RotatingMachinery.Examples.ContactAnalysis

Study of contact forces between a disk and a housing

NoClearance

RotatingMachinery.Examples.ContactAnalysis

Inspection of deflection of a free rotor without clearance

RunningUpRotorClearance

RotatingMachinery.Examples.ContactAnalysis

Calculation of deflection for a rotor with a surrounding and a clearance

SlowingRotorClearance

RotatingMachinery.Examples.ContactAnalysis

Application of a running down rotor deflection with a clearance