Free Motor Overload Setting Calculator: % of Nameplate Current (General Method)

This article describes a free motor overload setting calculator based on nameplate current methodology principles.

It details calculations, normative references, sample cases, and implementation guidelines for accurate protective settings review.

Motor Overload Setting Calculator: % of Nameplate Current (General Method)

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Enter motor full-load current and overload pickup percentage to calculate the overload relay setting in amperes.
Formulas used (general method, steady-state overload protection):
  • Overload pickup current (A): I_overload = I_FLA × (P_overload / 100) × K_ambient
  • Where: I_FLA = motor nameplate full-load current (A)
    P_overload = selected overload pickup as percentage of nameplate current (%)
    K_ambient = ambient correction factor (dimensionless, typically 1.0 unless derating is applied)
  • Multiple of full-load current: M_FLA = I_overload / I_FLA
  • Percentage of service-factor current (if service factor SF is provided and SF > 0): I_SF = I_FLA × SF
    P_of_SF = (I_overload / I_SF) × 100
  • Overload percentage actually applied to FLA (for information): P_applied = P_overload × K_ambient
Typical overload pickup settings (for reference only):
Motor / applicationStandard / practiceTypical overload pickup (% of FLA)Notes
LV induction motor, continuous duty, SF = 1.0IEC / general OEM110%–115%Used for standard industrial drives with normal starting and ambient conditions.
LV induction motor, SF = 1.15NEMA / NEC practice115%–125%Higher service factor allows higher overload pickup while keeping winding temperature within limits.
Pump and fan drives (stable load)General industrial105%–115%Often set closer to FLA for better protection, when starting torque margin is not critical.
High-inertia or cyclic loadsOEM / application-specific115%–125%Higher pickup used to ride through starting and short-duration overloads without nuisance trips.
Severe ambient (hot enclosure)Manufacturer curvesNominal 110%–120%, then derated by K_ambientRelay setting often reduced by 5%–15% depending on ambient temperature and enclosure class.
Technical frequently asked questions:
What is the main output of this motor overload setting calculator?
The calculator provides the overload relay pickup setting in amperes, calculated as a percentage of the motor nameplate full-load current, optionally corrected by an ambient factor. It also reports the effective overload multiple of FLA and the loading relative to the motor service-factor current when this is specified.
When should I use 115% versus 125% of nameplate current for overload pickup?
Values around 115% of FLA are typical for standard continuous-duty motors with service factor 1.0 and normal ambient conditions. Settings up to about 125% of FLA are commonly used for motors with higher service factor (e.g. 1.15) or applications requiring higher overload capability and longer acceleration times, always within the limits allowed by applicable standards and OEM recommendations.
Does this calculator size short-circuit or instantaneous protection?
No. The calculator is intended only for thermal or electronic overload protection based on a percentage of motor full-load current. Short-circuit and instantaneous protection devices are sized using different criteria (such as motor inrush current and cable short-circuit withstand) and are not covered by this tool.
How should I select the ambient correction factor K_ambient?
The ambient correction factor should be taken from the overload relay manufacturer data, based on the actual ambient temperature and enclosure conditions where the relay operates. If no information is available and the installation is close to standard test conditions, K_ambient is typically taken as 1.0. For high ambient temperatures, K_ambient may be less than 1.0 to avoid exceeding motor temperature limits.

Scope and Purpose

This document defines a general method for calculating thermal overload relay settings using motor nameplate current.

It targets electrical engineers, protection technicians, and system integrators verifying overload protection selections.

Free Motor Overload Setting Calculator Of Nameplate Current General Method Guide
Free Motor Overload Setting Calculator Of Nameplate Current General Method Guide

Fundamental Principles of Nameplate-Based Overload Settings

Motor overload protection must allow normal starting and transient loading while preventing sustained overheating that causes insulation damage and bearing failures. Nameplate full-load current (FLC) is the baseline parameter used by protection devices to set trip thresholds because it represents rated steady-state current at rated voltage and frequency.

Overload relays (thermal, electronic or thermal-magnetic devices) are adjusted relative to the motor FLC, often modified by service factor, ambient temperature, mounting considerations and applicable standards. The following sections present the general calculation method and explanatory formulas.

General Calculation Method — Step by Step

  1. Gather motor nameplate data: rated power (kW or hp), rated voltage, rated frequency, full-load current (if provided), service factor (SF), power factor (PF), and efficiency (η).
  2. If FLC is not provided on the nameplate, calculate it from rated power using three-phase or single-phase equations.
  3. Adjust FLC for service factor, ambient temperature and mounting to derive the allowable continuous current the motor can sustain without overheating.
  4. Select an overload relay with an adjustable range that encompasses the adjusted current. Choose trip class/time and calibration features suited to starting and duty cycle.
  5. Document setting, expected trip current and trip time curves; verify with manufacturer curves and applicable normative limits before commissioning.

Required Input Parameters

  • Rated power: P (kW) or hp
  • Rated voltage: V (line-to-line for three-phase)
  • Frequency: f (Hz)
  • Nameplate full-load current: I_nameplate (A) — if available
  • Service factor: SF (unitless)
  • Power factor: PF (typical 0.8–0.9 for induction motors at load)
  • Efficiency: η (0–1)
  • Ambient temperature and enclosure/mounting (for correction factors)
  • Desired safety margin or normative maximum setting

Formulas and Variable Definitions

Use the following HTML-presented formulas. Variables are explained with typical values for induction motors.

Three-phase motor full-load current (A):

I_fl = (P_kW × 1000) / (√3 × V_line × PF × η)

Where:

  • P_kW = rated motor output in kilowatts. Typical values: 0.75 kW, 1.5 kW, 7.5 kW, 15 kW.
  • V_line = line-to-line voltage (V). Common: 230 V, 400 V, 480 V, 600 V.
  • PF = power factor (unitless). Typical loaded induction motor: 0.75–0.95.
  • η = efficiency (unitless). Typical range: 0.80–0.95 depending on motor size and design.
  • √3 = 1.73205080757 (constant for three-phase relationship).

Single-phase motor full-load current (A):

I_fl = (P_kW × 1000) / (V × PF × η)

Conversion from horsepower to kilowatts:

P_kW = hp × 0.746

Adjusted allowable continuous current considering service factor and ambient/mounting corrections:

I_allowable = I_fl × SF × K_ambient × K_mount

Where:

  • SF = service factor (typical values: 1.0, 1.15, 1.25). If nameplate shows SF, use it; otherwise assume SF = 1.0 unless motor rated otherwise.
  • K_ambient = ambient temperature correction factor (manufacturer-specific; typical examples provided later).
  • K_mount = mounting or enclosure correction factor (if relay or motor is enclosed in restricted ventilation).

Recommended overload relay setting (A):

Setting_A = I_allowable × (Safety_margin)

Typical safety margin: 0.95–1.05 depending on standard and application. For many control panels a margin of 0.95–1.10 is applied to balance nuisance trips versus protection.

Tables of Common Values and Ranges

Motor PowerTypical Efficiency ηTypical Power Factor PFApprox. FLC at 400 V (A)Approx. FLC at 480 V (A)
0.75 kW (1 hp)0.750.801.41.2
1.5 kW (2 hp)0.780.822.72.3
3.0 kW (4 hp)0.850.855.04.2
7.5 kW (10 hp)0.880.8812.010.0
15 kW (20 hp)0.900.9024.020.0
30 kW (40 hp)0.920.9247.039.0
75 kW (100 hp)0.940.94113.093.0
Service Factor (SF)InterpretationTypical Allowed Overload
1.00No continuous overload allowed above nameplate100% of FLC
1.1010% additional continuous load allowed110% of FLC
1.1515% additional continuous load allowed115% of FLC
1.2525% additional continuous load allowed (heavy-duty motors)125% of FLC
Ambient Temperature (°C)Typical K_ambient (example)Notes
≤ 25°C1.05Relays slightly overrange; better cooling
25–35°C1.00Reference condition for most relays
35–45°C0.95Derate to avoid nuisance trip at higher ambient
>45°C0.90Significant derating; consult manufacturer
Overload Relay Range Example (Manufacturer Typical)Adjustment Range (A)Suitable for Motors (A)
Range 10.1 – 0.16 ASmall fractional hp motors
Range 20.55 – 0.85 A1–3 hp motors
Range 35 – 8 A7.5–10 kW range
Range 420 – 32 A30–75 kW range
Range 585 – 150 ALarge motors and motor starters

Selecting Overload Relay Setting: Practical Equation

Most typical installations follow the simplified selection equation:

Setting_A = I_nameplate × SF × K_ambient × K_mount × K_margin

Where K_margin is a chosen margin factor to avoid nuisance tripping during short transients (typical range 0.95–1.10). Always confirm that the final Setting_A does not exceed the maximum permitted by the applicable standard or nameplate restrictions.

Real Example 1 — Three-Phase Motor, Compute FLC and Set Relay

Data (nameplate partially provided): Motor rated 15 kW, 400 V, PF estimated 0.90, efficiency 0.92, service factor 1.15, ambient 40°C, panel with moderate ventilation.

Step 1 — Compute nameplate full-load current (if not present)

Use the three-phase formula:

I_fl = (P_kW × 1000) / (√3 × V_line × PF × η)

Insert values:

P_kW = 15; V_line = 400 V; PF = 0.90; η = 0.92; √3 = 1.732
Compute numerator: 15 × 1000 = 15000 W

Compute denominator: 1.732 × 400 × 0.90 × 0.92 = 1.732 × 400 × 0.828 = 1.732 × 331.2 = 573.57

I_fl = 15000 / 573.57 = 26.15 A (rounded)

Step 2 — Apply service factor and correction factors

SF = 1.15; K_ambient for 40°C (from table example) = 0.95; assume K_mount = 1.00
I_allowable = 26.15 × 1.15 × 0.95 × 1.00 = 26.15 × 1.0925 = 28.56 A

Step 3 — Choose margin and final setting

Assume K_margin = 0.98 to avoid nuisance trips but still protect the motor:
Setting_A = 28.56 × 0.98 = 27.99 A ≈ 28.0 A

Step 4 — Select overload relay range and trip class

Choose a relay whose adjustable range includes 28.0 A. From the example table, Range 4 (20–32 A) is suitable. Select trip class based on starting method: use Class 10 for moderate inrush, Class 20 for heavy-load starting; verify manufacturer trip curves.

Verification

  • Confirm Setting_A (28.0 A) ≤ relay maximum continuous rating and relay selected covers 28.0 A in its adjustment span.
  • Check that relay trip time at 150% of Setting_A matches application tolerance (consult manufacturer).
  • Document setting and apply nameplate and standard constraints.

Real Example 2 — Motor with Nameplate FLC Given and Tight Ambient

Data: Motor nameplate FLC = 50 A at 480 V, SF = 1.0, ambient expected 50°C (rooftop), ventilation restricted (K_mount = 0.95).

Step 1 — Apply ambient and mounting corrections

From the ambient correction table, at 50°C K_ambient typical = 0.90 (see caution: manufacturer-specific).

I_allowable = I_nameplate × SF × K_ambient × K_mount
I_allowable = 50 × 1.0 × 0.90 × 0.95 = 50 × 0.855 = 42.75 A

Step 2 — Safety margin and final setting

Because ambient is high and ventilation restricted, choose a conservative margin K_margin = 0.98:
Setting_A = 42.75 × 0.98 = 41.90 A ≈ 42.0 A

Step 3 — Relay selection

Select an overload relay with an adjustable range that covers 42.0 A. If relay ranges are 35–50 A, select that range and adjust dial to 42.0 A.

Step 4 — Additional checks

  • Verify starting current (inrush) and ensure trip class accommodates inrush without nuisance trips.
  • Consider electronic overloads with PTC/thermal compensation when ambient varies widely.
  • Document the reasons for derating in the maintenance records.

Considerations for Starting Methods and Trip Class

Overload relays must be matched not only by current but also by time‑delay/trip characteristics. Key considerations:

  • Direct-on-line (DOL) starting: moderate inrush but short duration. Typical trip class: 10A or 20 depending on motor size.
  • Star-delta, soft-starters, or VFD: reduced starting currents — electronic overloads with motor thermal models are recommended.
  • Frequent starting or cyclic duty: consult motor thermal limits and consider motors with higher SF or design for intermittent duty.
  • Ambient extremes and enclosure class (IP rating) affect heat dissipation; use correction factors or use relay with ambient compensation.

Practical Implementation, Testing and Commissioning

  1. Set relay according to computed Setting_A and lock or document setting.
  2. Measure actual motor no-load current and full-load current under test conditions when feasible.
  3. Compare manufacturer thermal trip curves at the selected setting; plot expected trip times at various multiples of Setting_A.
  4. Conduct trial starts and monitored runs to verify no nuisance trips occur and that the motor remains within temperature limits.
  5. Record final settings, manufacturer relay type/range, trip class and measured motor currents in commissioning report.

Measurement and Validation Techniques

  • Use true-RMS clamp meters to measure starting and steady-state currents.
  • Use thermography or temperature sensors on motor casing to validate cooling performance under load.
  • When possible perform locked-rotor and locked-stator tests only when safe and authorized; prefer manufacturer test protocols.
  • Validate relay calibration periodically per maintenance schedule and after any motor overhaul.

Normative References and Authoritative Sources

Consult the relevant standards and manufacturer documents for binding requirements and calibrated correction factors. Typical normative references include:

  • NFPA 70 (NEC), Article 430 — Motors, Motor Circuits, and Controllers: https://www.nfpa.org/NEC
  • IEC 60947 series — Low-voltage switchgear, contactors and motor-starters: https://www.iec.ch/standards
  • NEMA MG 1 — Motors and Generators (constructors and ratings): https://www.nema.org
  • IEEE and C37 series for protection practice and device coordination: https://standards.ieee.org
  • Manufacturer application guides (Siemens, ABB, Schneider Electric, Eaton) — for relay-specific correction/selection charts

Note: Specific derating coefficients and allowable maximum settings depend on the protective device manufacturer and applicable national/local code. Always cross-check the selected Setting_A against the device's published calibration and the requirements of the controlling standard.

Best Practices and Common Pitfalls

  • Do not set overload protection above the motor nameplate FLC times allowable SF when the nameplate prohibits it.
  • Always use accurate PF and η for computed FLC; conservative assumptions can prevent underprotection but may increase nuisance trips.
  • Account for ambient and enclosure derating before finalizing settings; ignoring these leads to premature tripping or motor heating.
  • Be cautious when using non-thermal electronic overload relays; ensure they emulate motor thermal behavior or use motor thermal models provided by manufacturer.
  • Document all assumptions, correction factors and the justification for chosen K_margin values for future maintenance.

Appendix: Quick Reference Calculation Examples

ParameterFormula / ValueNotes
Three-phase FLCI_fl = (P_kW × 1000) / (√3 × V × PF × η)Use measured PF and η for precision
Single-phase FLCI_fl = (P_kW × 1000) / (V × PF × η)Apply when motor is single-phase
Derated allowable currentI_allowable = I_fl × SF × K_ambient × K_mountProduct of nameplate baseline and correction factors
Final relay settingSetting_A = I_allowable × K_marginK_margin often 0.95–1.05 per application

Further Reading and Tools

  • Manufacturer calculators and selection tools — ABB Motor Selection, Siemens Motor Starter Guides, Schneider Electric motor starter documentation.
  • IEC and NEMA standard documents for prescriptive requirements affecting overload settings and branch-circuit protection.
  • Technical papers and IEEE articles on motor thermal models and electronic overload protection strategies.

Final Notes on Safety and Compliance

Setting motor overload devices is an engineering activity that balances protection and operational reliability. The general method presented here is intended as a technical guide; final settings must comply with local codes, motor nameplates, product manuals and employer safety procedures. When in doubt, consult motor and relay manufacturers or a qualified protection engineer for site-specific verification and commissioning.

References

  • National Fire Protection Association, NFPA 70 — National Electrical Code (NEC). https://www.nfpa.org/NEC
  • International Electrotechnical Commission (IEC) standards library. https://www.iec.ch
  • NEMA — Standards and publications, including NEMA MG 1. https://www.nema.org
  • IEEE Standards Association — motor protection and coordination standards. https://standards.ieee.org
  • Representative manufacturers: ABB (https://new.abb.com), Siemens (https://new.siemens.com), Schneider Electric (https://www.se.com)