WOLFRAM SYSTEM MODELER

RunningUpFreeRotor

Study of a running up clamped free rotor

Diagram

Wolfram Language

In[1]:=
SystemModel["RotatingMachinery.Examples.ContactAnalysis.RunningUpFreeRotor"]
Out[1]:=

Information

Study of Run-Up Free Rotor

In this example, the behavior of a rotor without a housing is studied.

It is a simple so-called clamped free rotor, with a disk mounted at the free end and a clamped support at the fixed end, as shown in Figure 1.

Image001

Figure 1: Clamped rotor with a disk.

For a clamped rotor, the displacement and the slope of the displacement curve must be zero at the clamped end. In this example, only one flexible beam element is used to model the shaft. A higher number of elements can of course be used by changing the parameter n of the shaft. The flexibleSupport represents damping added through a bearing and facilitates smoother handling of transients by incorporating additional damping into the connection between the shaft and disk.

The response during a run-up is the classical force response curve with a typical resonance, as shown in Figure 2. 

Image001Figure 2: Disk deflection under increasing rotor speed.

Parameters (1)

simulationStopTime

Value: 70

Type: Time (s)

Components (7)

world

Type: World

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

disk

Type: Disk

Description: Class with a disk and unblances

clampedDE

Type: ClampedDriveEnd

Description: Component that can act as a clamped drive end to a beam, containing different options

ground

Type: Fixed

Description: Frame fixed in the world frame at a given position

shaft

Type: CylindricalBeam

Description: Class with a flexible cylindrical beam

flexibleSupport

Type: SupportStiffnessDamping

Description: Support that acts as a translational two-dimensional coupled spring damper

powerSource

Type: Motor

Description: Class for applying a torque to generate a desired angular velocity