ISO 10816 Mechanical Vibration Diagnostic Meter

Vibration Meter Online

Measure 3-axis mechanical acceleration, compute vibration velocity (RMS mm/s), and evaluate rotating equipment health according to international ISO 10816 severity standards.

Input SourceVirtual Machine Generator
Rolling 3-Axis Acceleration Trace
ISO 10816 Severity Gauge
Velocity RMS3.4 mm/sISO Severity
Acceleration RMS2.1 m/s²(0.21 g)
Displacement (p-p)45 µmPeak-to-Peak
Condition GradeZone B (Acceptable)

What is an Online Vibration Meter?

A vibration meter online is a digital condition monitoring instrument that leverages hardware MEMS accelerometers built into mobile smartphones, tablets, and laptops to measure dynamic vibrations in machinery.

By sampling continuous 3-axis motion data (\(a_x, a_y, a_z\)) and calculating Root-Mean-Square (RMS) vibration velocity in mm/s, this tool benchmarks industrial equipment health against international standards like ISO 10816 and ISO 20816, warning technicians of rotor unbalance, shaft misalignment, or bearing degradation before catastrophic breakdown occurs.

How to Use the Vibration Meter Online

Inspect rotating machines and analyze vibration telemetry in four easy steps.

1

Position Device

Rest your smartphone flat against the bearing housing or motor casing to ensure firm mechanical coupling.

2

Select Machine Class

Pick ISO Class I, II, III, or IV matching your equipment size and foundation rigidity.

3

Inspect Live Metrics

Watch the rolling 3-axis accelerometer chart and check RMS velocity (mm/s) against ISO severity zones.

4

Export CSV Log

Download time-stamped accelerometer data samples to maintain machinery health tracking records.

Key Diagnostic Meter Features

Built for plant maintenance technicians, HVAC mechanics, and reliability engineers.

ISO 10816 Severity Classification

Color-coded diagnostic needle gauge categorizes machine health into Good (A), Acceptable (B), Unsatisfactory (C), and Danger (D).

Multi-Parameter Extraction

Computes acceleration (m/s²), velocity (mm/s RMS), and peak-to-peak displacement (microns) simultaneously.

One-Click CSV Export

Exports raw multi-axis vibration time history samples for offline vibration analysis in Excel or MATLAB.

Governing Vibration Velocity & Severity Equations

The instantaneous vector resultant acceleration a_total(t) from 3-axis orthogonal sensors is:

a_total = √( a_x^2 + a_y^2 + a_z^2 )

For a sinusoidal running frequency f, the Root-Mean-Square (RMS) vibration velocity v_RMS in mm/s is derived by integrating acceleration:

v_RMS = ( a_RMS * 1000 ) / ( 2 * π * f )

The peak-to-peak displacement D_pp in micrometers (µm) is:

D_pp = ( 1000 * √2 * v_RMS ) / ( π * f )

Predictive Maintenance (PdM) Applications

Centrifugal Pump & Blower Balancing

Plant mechanics place their smartphone against pump bearing caps to instantly inspect 1X rotational unbalance. By monitoring velocity drops after adding balancing weights, technicians eliminate shaft fatigue and extend mechanical seal life.

HVAC Fan & Compressor Diagnostics

Rooftop air handlers and cooling towers frequently suffer from belt wear and mounting looseness. Routine online vibration checks flag deteriorating bearings before sudden motor burnout damages building ventilation.

Frequently Asked Questions

Modern smartphones and laptops contain internal Micro-Electro-Mechanical Systems (MEMS) 3-axis accelerometers. The HTML5 DeviceMotionEvent API accesses these sensors to measure instantaneous dynamic acceleration (m/s²) along the X, Y, and Z axes.

ISO 10816 is an international standard that classifies mechanical vibration severity for rotating machinery based on RMS vibration velocity (mm/s). It defines four operational health zones: Zone A (Good), Zone B (Acceptable for long-term operation), Zone C (Unsatisfactory for continuous duty), and Zone D (Danger of imminent damage).

Vibration velocity is directly proportional to destructive fatigue stress in rotating machinery across typical running frequencies (10 Hz to 1,000 Hz). Acceleration emphasizes high-frequency gear mesh noise, while displacement emphasizes low-frequency unbalance.

For harmonic motion, peak-to-peak displacement is obtained by double integrating acceleration mathematically: D = a_peak / (2πf)², or in metric units: D (microns) ≈ 1,000 * (√2 * v_RMS) / (πf).