I recall hearing that the scale arm should be dismounted when not used so that the metal damper isn't kept in the field of the magnets.
Like many things one hears, that happens to be not true. The damper is a piece of copper. It is totally non-magnetic and can't be altered by static magnetic fields. It can sit there motionless forever (in practical terms) and not be degraded in any way by the magnetic field.
The damper works because it is a conductor of electricity being moved through a magnetic field. When the conductor moves in the magnetic field of the damper magnet it generates internal currents that flow within the piece of copper and are dissipated in the coppers internal resistance as heat energy - i.e. it warms up the piece of copper. (Not to worry, the energy involved is miniscule, the mass and heat radiating surface of the copper large - it not only won't melt, it's such a small temperature change it would be a challange to measure it). The damper works by taking taking energy out of the beam and dissipating it as heat in the copper.
The damping effect occurrs because generating the currents requires work which is manifested as a force opposite to the direction of beam movement. It is this force that performs the damping action because it is always opposite to the direction of motion of the balance arm.
The currents, and therefore the damping, are proportional to the velocity of the conductor in the magnetic field (
v X B), which means porportional to the speed of balance beam movement. No motion means there is no force. Very slow motion means very little damping force. In theory, if the bearings are perfect, the damper being friction free will have no effect on the steady state accuracy of the scale. It will have an effect on how long it takes the scale to come to equilibrium (balance).
So if the bearings are either perfect or really really good, the scale will respond to one kernel of powder being added, but it may take some time for it to move to that new balance point - one has a very small imbalance force (the weight of the powder kernel) trying to move the beam which has mass and inertia that are quite large by comparison to a powder kernel, and a damper that will resist the movement with a very small force since the velocity of the beam is really really slow in response to this tiny imbalance force.
The tiny force and mass of the beam determine how long it will take to respond. It will take longer with a magnetic damper, but it should give the same reading as it would without the damper, if one waits long enough. The mass of the beam will also have an effect. A heavier beam will have more inertia and thus take longer to move.
Fitch