Magnetomotive device based on reluctance force
Magnetic Elements
The Reluctance Force Actuator block models a generic magnetomotive device based on reluctance force.
The block is based on the following equations:
where
F | Reluctance force |
Φ | Flux in the magnetic circuit |
Reluctance | |
x | Thickness or length of the air gap |
μ0 | Permeability constant |
μr | Relative permeability of the material |
A | Cross-sectional area of the section being modeled |
u | Velocity |
Connections N and S are magnetic conserving ports, and connections C and R are mechanical translational conserving ports. The magnetic force produced by the actuator acts to close the gap, therefore the resulting force is negative when it acts from C to R.
To set the priority and initial target values for the block variables prior to simulation, use the Variables tab in the block dialog box (or the Variables section in the block Property Inspector). For more information, see Set Priority and Initial Target for Block Variables.
The current excitation in the system is constant.
Only axial reluctance is modeled.
Thickness or length of air gap at the beginning of simulation.
The default value is 2
mm.
Minimal value of air gap, with the reluctance force acting to
close the air gap. The parameter value has to be greater than 0. The
default value is 1e-4
mm.
Area of the section being modeled. The default value is 0.01
m^2.
Relative permeability of the section material. The default value
is 1
.
Stiffness that models the hard stop at the minimum air gap position.
The default value is 10e6
N/m.
Damping that models the hard stop at the minimum air gap position. The default value is 500 N/(m/s).
The block has the following ports:
N
Magnetic conserving port associated with the block North terminal.
S
Magnetic conserving port associated with the block South terminal.
R
Mechanical translational conserving port associated with the rod.
C
Mechanical translational conserving port associated with the case.