pmbov
Mechanical
- Apr 5, 2011
- 28
Hello all,
I am trying to find the acceleration of the closing of an armature on a solenoid driven injector. I am using the reference Magnetic Actuators and Sensors, 2nd edition by John R. Brauer. The author states the equation for acceleration equation is:
a=P*(pi*(k_a)*(R_p)^2)/(density of material)*(volume of armature); simply, a = force/mass
Where:
P = magnetic pressure
k_a = Area constant <= 1
R_p = radius of the armature
The author states that k_a is an area constant but does not explain what this number could be or even where to find it. Can anyone please help guide me where I can find this constant or even how to calculate it?
I am trying to find the acceleration of the closing of an armature on a solenoid driven injector. I am using the reference Magnetic Actuators and Sensors, 2nd edition by John R. Brauer. The author states the equation for acceleration equation is:
a=P*(pi*(k_a)*(R_p)^2)/(density of material)*(volume of armature); simply, a = force/mass
Where:
P = magnetic pressure
k_a = Area constant <= 1
R_p = radius of the armature
The author states that k_a is an area constant but does not explain what this number could be or even where to find it. Can anyone please help guide me where I can find this constant or even how to calculate it?