How to use
Run the machine at operating speed and measure the 1X amplitude and phase (O).
Stop the machine and attach a trial weight of known mass at a known angle from the reference mark.
Measure again at the same speed (O+T).
Enter the values; make sure the angles use the same convention as the phase readings (e.g. against rotation).
Apply the calculated correction weight and take a verification reading.
Theory & formulas
Vibration vectors are treated as complex numbers: O = A₀∠φ₀, (O+T) = A₁∠φ₁. The effect of the trial weight alone is T = (O+T) − O.
The influence coefficient α = T / Wt gives the vibration produced per unit weight. The correction that cancels the initial vibration is Wc = −O / α.
If the trial weight stays in place, the weight to add is the vector Wc − Wt.
The suggested trial weight produces a centrifugal force of about 10% of the rotor weight: mt = 0.1·M·g / (r·ω²).
Frequently asked questions
Which angle direction should I use for single-plane balancing?
The trial weight angle and phase readings must follow the same convention. A common field convention measures angles from the reference mark against the direction of rotation. The calculated correction angle is applied using that same convention.
How large should the trial weight be?
Large enough to produce a clear change in amplitude or phase (typically 20–30% amplitude or 20–30° phase) but small enough not to endanger the machine. The calculator suggests the mass that creates a force of about 10% of the rotor weight.