Inferensys

Glossary

Vibration Analysis

The measurement and interpretation of machine oscillations to detect imbalances, misalignments, and bearing faults in rotating industrial equipment.
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PREDICTIVE MAINTENANCE DIAGNOSTICS

What is Vibration Analysis?

Vibration analysis is the systematic measurement and interpretation of mechanical oscillations in rotating industrial equipment to detect incipient faults such as imbalances, misalignments, and bearing failures before catastrophic breakdown occurs.

Vibration analysis is a cornerstone of condition-based maintenance (CBM), translating high-frequency accelerometer data into actionable diagnostic insights. By decomposing a time-domain waveform into its constituent frequencies using the Fast Fourier Transform (FFT), analysts can isolate specific fault signatures—such as a peak at the running speed indicating unbalance or harmonics suggesting misalignment—that are invisible to the naked eye.

Modern implementations integrate anomaly detection algorithms and feature engineering to automate the classification of failure modes from spectral data. This shifts the maintenance strategy from reactive repairs to predictive maintenance, where the health index of a bearing or shaft is continuously monitored, allowing prescriptive maintenance systems to schedule interventions precisely when needed, minimizing downtime and optimizing Overall Equipment Effectiveness (OEE).

MECHANICAL SIGNATURE DECODING

Core Characteristics of Vibration Analysis

Vibration analysis transforms raw mechanical oscillations into actionable diagnostic intelligence. By decomposing complex waveforms into their constituent frequencies, engineers can pinpoint specific fault signatures—from microscopic bearing spalls to gross shaft misalignments—long before catastrophic failure occurs.

01

Time-Domain Waveform Analysis

The foundational layer of vibration diagnostics, examining the raw amplitude of oscillations over time. Crest factor and RMS velocity values reveal overall machine health, while impulsive spikes in the waveform often indicate localized defects like gear tooth breakage or bearing race spalling. Time-domain analysis excels at detecting transient events that frequency-domain methods may obscure, such as rub and looseness signatures that appear as truncated or asymmetrical waveforms.

ISO 10816
Severity Standard
02

Fast Fourier Transform (FFT) Spectral Decomposition

The Fast Fourier Transform converts complex time-domain signals into the frequency domain, revealing the distinct spectral fingerprints of rotating components. Each fault type generates characteristic frequency peaks:

  • 1x RPM: Unbalance
  • 2x RPM: Misalignment or looseness
  • Harmonics of running speed: Mechanical looseness
  • Non-synchronous peaks: Bearing defect frequencies (BPFO, BPFI, BSF, FTF) Spectral analysis enables precise fault isolation by matching observed peaks to calculated bearing defect frequencies based on geometry and rotational speed.
0–10 kHz
Typical Analysis Range
03

Envelope Demodulation for Bearing Diagnostics

A specialized signal processing technique that extracts low-amplitude, high-frequency bearing impact signatures from the dominant low-frequency machinery vibrations. The process involves band-pass filtering around a structural resonance frequency, followed by Hilbert transform demodulation to reveal the repetition rate of impacts. This method detects incipient bearing faults—such as sub-surface fatigue spalls—that produce energy at ultrasonic frequencies (20–40 kHz) invisible to standard FFT analysis.

20–40 kHz
Demodulation Band
04

Orbit Analysis for Rotating Shafts

Using orthogonal proximity probes (X-Y configuration) to track the centerline motion of a rotating shaft within its bearing clearance. The resulting orbit plot reveals shaft precession patterns critical for diagnosing:

  • Oil whirl/whip: Sub-synchronous instability in fluid-film bearings
  • Rub conditions: Flattened or figure-eight orbits indicating rotor-stator contact
  • Unbalance: Circular orbits with 1x RPM frequency
  • Misalignment: Elongated elliptical orbits Orbit analysis is essential for turbomachinery and large rotating equipment where fluid-film bearing dynamics dominate.
X-Y Probes
Standard Configuration
05

Phase Analysis and Operational Deflection Shapes

Phase measurement correlates vibration signals with a fixed reference trigger (typically a keyphasor or tachometer pulse) to determine the relative timing of oscillations across multiple measurement points. This enables:

  • Balancing: Determining the angular location of unbalance mass
  • Modal analysis: Visualizing structural resonance modes
  • Operational Deflection Shapes (ODS): Animating how a machine structure physically deforms under operating conditions Phase data transforms vibration from a scalar magnitude into a vector quantity with both amplitude and direction, essential for root cause identification.
0–360°
Phase Angle Range
06

Cepstrum Analysis for Gearbox Diagnostics

The cepstrum—the inverse FFT of a logarithmic spectrum—excels at detecting periodic patterns within complex gearbox spectra where multiple meshing frequencies and sidebands overlap. It identifies harmonic families and sideband spacing that reveal:

  • Gear tooth wear: Increased sideband amplitudes around gear mesh frequency
  • Multiple fault separation: Distinguishing between shaft, gear, and bearing faults in a single spectrum
  • Echo detection: Identifying reflected vibration paths in complex mechanical assemblies Cepstrum analysis is the definitive tool for diagnosing compound gearbox faults where traditional spectral analysis becomes ambiguous.
Quefrency
Cepstral Domain Unit
VIBRATION ANALYSIS

Frequently Asked Questions

Essential questions about the measurement and interpretation of machine oscillations to detect imbalances, misalignments, and bearing faults in rotating industrial equipment.

Vibration analysis is the systematic measurement and interpretation of mechanical oscillations in rotating equipment to detect developing faults before catastrophic failure occurs. The process works by deploying accelerometers or proximity probes on critical machine components—bearings, shafts, and gearboxes—to capture time-waveform signals. These raw signals are then converted from the time domain to the frequency domain using the Fast Fourier Transform (FFT) algorithm, which decomposes the complex vibration into its constituent frequencies. Each mechanical fault generates a distinct spectral signature: imbalance produces a dominant peak at the shaft's running speed (1X), misalignment creates harmonics at 2X and 3X, and bearing defects generate non-synchronous peaks at characteristic ball-pass frequencies. Modern systems compare these spectral patterns against ISO 10816 severity charts and historical baselines to automatically diagnose fault types and severity levels.

Prasad Kumkar

About the author

Prasad Kumkar

CEO & MD, Inference Systems

Prasad Kumkar is the CEO & MD of Inference Systems and writes about AI systems architecture, LLM infrastructure, model serving, evaluation, and production deployment. Over 5+ years, he has worked across computer vision models, L5 autonomous vehicle systems, and LLM research, with a focus on taking complex AI ideas into real-world engineering systems.

His work and writing cover AI systems, large language models, AI agents, multimodal systems, autonomous systems, inference optimization, RAG, evaluation, and production AI engineering.