VectoraLab Lab
RMS — Root Mean Square in Vibration Analysis
What is RMS?
RMS (Root Mean Square) is the most fundamental amplitude metric in vibration analysis. It represents the effective (energy-equivalent) amplitude of a vibration signal.
Formula: RMS = √( (1/N) Σ x²[n] )
Why RMS Matters:
• Directly related to vibration energy and damage potential
• More informative than peak for broad-band signals
• Used in ISO 10816/20816 for machine severity assessment
• Trending RMS over time reveals gradual degradation
RMS vs Other Metrics:
• Peak: highest single amplitude — sensitive to transients
• RMS: energy average — stable, relates to fatigue
• Crest Factor (CF = Peak/RMS): detects impulsive faults
• Kurtosis: statistical measure of impulsivity (>4 = impacts)
Typical RMS Values (ISO 20816 simplified):
• Zone A (new machine): <0.71 mm/s
• Zone B (acceptable): 0.71–2.8 mm/s
• Zone C (alarm): 2.8–11.2 mm/s
• Zone D (danger): >11.2 mm/s
(Values depend on machine class — always check the applicable standard)
RMS in Practice:
• Measure in multiple directions (H, V, A)
• Compare against baseline
• Monitor trends, not single readings
• Combine with FFT for root cause analysis
Important: RMS is a broadband indicator. It will not tell you WHY vibration is elevated — that requires FFT and more specific analysis.