Property

 

The MF-Tyre/MF-Swift 6.1 is set up in a modular way and allows the user to independently set the operating mode of the Magic Formula, Tire dynamics and Contact method.

 

Figure 1  MFTire dialog box

 

     Tire Model

    MF is the MFTire.

    SWIFT is the MFSwift.

 

     Tire File

    The tire property file (*.tir) contains the parameters of the tire model.

    Sample tire property files are provided with the installation.

    The file is subdivided in various sections indicated with square brackets.

    Each section describes a certain aspect of the tire behavior.

    Explanation of Parameters in the tire property file is in the MF-Tyre & MF-Swift 6.1 User Manual.

 

     Road File

    The user can use the TNO Road File (*.rdf). MFTire supports relatively several simple road surfaces offered by TNO. To see more information, refer to Road Data File.

    If the user wants to see the shape of road file linked, import the road file (*.rdf) linked in the Body or the Ground Edit Mode.

 

     GRoad

    The user can import the TNO Road file (*.rdf) as shell geometry in the body or the ground edit mode and select the imported shell geometry by clicking Gr.

    This option supports only the Flat Road Type. Also Contact Method is automatically changed as Moving + Flat Surface.

    It is useful to do modeling Moving Ground. To see more information, refer to Moving Ground at Modeling Tips.

Moving Ground: The road moves without being fixed.

The Road of Moving Ground is GRoad shape imported from the TNO RDF file.

 

     Wheel Carrier Marker

    Wheel Carrier Marker is a wheel carrier axis system in which the kinematic inputs are expressed to calculate Tire forces.

 

     Tire Side

    A Magic Formula tire model shows offsets and asymmetric behavior caused by conicity and/or plysteer.

    In the tire property file [MODEL] -section there is a keyword TYRESIDE, which can be either “LEFT” or “RIGHT” (when missing: “LEFT” is assumed). This indicates how the tire measurement was executed.

    Using the same characteristics on the left- and right-hand side of a vehicle results in the undesired asymmetrical behavior of full vehicle.

    If “Tire Side” is “Left Side” and the tire is mounted on the right side of vehicle, mirroring can be applied on the tire characteristics and the total vehicle can behave symmetrically.

    It is also possible to remove asymmetrical behavior from an individual tire.

 

Parameters

Description

Available tire model

Left Side

Is mounted on the left side of the car.

MF-Tire, MF-Swift

Right Side

Is mounted on the right side of the car

MF-Tire, MF-Swift

Symmetric

Is the symmetric tire characteristics

MF-Tire, MF-Swift

Mirrored

Is a mirrored tire characteristic

MF-Tire, MF-Swift

 

     Contact Method

    Various methods are available to calculate the tire–road contact point.

    Smooth road contact should only be used on a smooth road surface profile containing a minimum wavelength larger than twice the tire radius.

    For short obstacles (e.g. cleats/bumps, discrete steps, potholes) or road surfaces containing wavelength smaller than twice the tire radius, either the road contact for 2D or 3D roads should be selected.

    The road contact for 3D roads works on both 2D and 3D road surfaces, but it is computationally more expensive than the road contact for 2D roads that works only with 2D road profiles.

 

Parameters

Description

Available tire model

Smooth + Single contact point

Is the:

Smooth road contact

Single contact point

MF-Tire, MF-Swift

Smooth + Circular cross section

Is the:

Smooth road contact

Circular cross section (motorcycle tires)

MF-Tire, MF-Swift

Moving + Flat surface

Is the:

Moving road contact

Flat surface

MF-Tire, MF-Swift

2D road

Is the road contact for 2D roads (using travelled distance)

MF-Swift

3D road

Is the road contact for 3D roads

MF-Swift

 

     Dynamics

    Depending on the frequency range of interest more details on the dynamic behavior of tire is included. In the case of a steady-state evaluation no dynamic behavior is included.

    “Linear transient effects” indicates that the tire relaxation behavior is included using empirical relations for the relaxation lengths.

    In the “Nonlinear transient effects” mode, a physical approach is used in which the compliance of tire carcass is considered to determine the lag.

    This approach correctly accounts for the tire property that the lag in the response to wheel slip and load changes diminishes at higher levels of slip.

    This approach is fully compatible with the MF-Swift theory.

    “Rigid ring dynamics” refers to a detailed dynamic model (MF-Swift), where the tire belt is modeled as a separate rigid body.

    Finally, “initial statics” refers to finding the static equilibrium of tire belt (rigid ring/body) at the start of simulation.

 

Parameters

Description

Available tire model

Steady-state

Is the steady-state evaluation (< 1 Hz)

MF-Tire, MF-Swift

Transient linear

Is the transient effects included, tire relaxation behavior (< 10 Hz, linear)

MF-Tire, MF-Swift

Transient nonlinear

Is the transient effects included, tire relaxation behavior (< 10 Hz, nonlinear)

MF-Tire, MF-Swift

Rigid ring

Is the rigid ring dynamics included (< 100 Hz, nonlinear)

MF-Swift

 

     Slip forces

    When evaluating the Magic Formula it is possible to switch off parts of the calculation. This is useful when e.g. debugging a vehicle model, or if only in-plane tire behavior is required.

 

Parameters

Description

Available tire model

Normal only

Allows no Magic Formula evaluation (Fz only)

MF-Tyre, MF-Swift

Longitudinal only

Allows longitudinal forces/moments only (Fx,My)

MF-Tyre, MF-Swift

Lateral only

Allows lateral forces/moment only (Fy,Mx,Mz)

MF-Tyre, MF-Swift

Uncombined

Allows uncombined forces/moment (Fx,Fy,Mx,My,Mz)

MF-Tyre, MF-Swift

Combined

Allows combined forces/moment (Fx,Fy,Mx,My,Mz)

MF-Tyre, MF-Swift

Combined + turnslip

Allows combined forces/moment (Fx,Fy,Mx,My,Mz) + turnslip

MF-Swift

 

Note

In principle, all combinations are possible although some make more sense than others.

Typically, you do not use the road contact for 2D or 3D roads without activating rigid ring dynamics.

On the other hand, you want to use rigid ring dynamics on a flat road surface e.g. in case of ABS/ESP or shimmy analysis.

Obviously, the choice of the operating mode affects the calculation times.