Friday, February 20, 2026

Neutral Grounding Resistor (NGR) Sizing (A Practical, Protection-Oriented Engineering Guide)

Neutral Grounding Resistor (NGR) Sizing

A Practical, Protection-Oriented Engineering Guide ⚡

Neutral Grounding Resistor (NGR) selection is not just a formula-based calculation — it is a protection-driven engineering decision that directly impacts system safety, equipment life, and fault detection reliability.


🔹 What is a Neutral Grounding Resistor (NGR)?

An NGR is installed between the neutral point of a transformer or generator and earth to:

✅ Limit single line-to-ground fault current
✅ Control transient over-voltages
✅ Ensure reliable earth fault detection
✅ Reduce mechanical & thermal stress on windings
✅ Minimize arc flash energy during ground faults

It is widely used in medium voltage (MV) systems such as 6.6 kV, 11 kV, and 33 kV networks.


📑 Essential Inputs Required Before Sizing

Accurate NGR sizing requires coordination across multiple engineering studies:

➡️ Single Line Diagram (SLD)
➡️ Transformer / Generator Datasheet
➡️ Earthing Philosophy Document
➡️ Protection & Relay Setting Philosophy
➡️ Short Circuit Study Report
➡️ Fault Clearing Time (Primary + Backup Protection)

📌 NGR sizing must always align with protection coordination and earthing philosophy.


🔹 Selecting the Earth Fault Current

The selected earth fault current must satisfy two conditions:

✔️ High enough for sensitive and selective relay operation
✔️ Low enough to limit thermal and mechanical damage

📌 Common Industry Practice:

Typical MV system values range between:

  • 100 A (sensitive systems, generators)

  • 200–400 A (industrial MV systems)

  • 800–1000 A (where faster detection is required)

🔎 Practical Thumb Rule:

The limited earth fault current should not exceed 50% of transformer/generator full load current.


🧮 Step-by-Step NGR Sizing Calculation

Let’s take a practical example:

🔹 System Voltage (VLL) = 11 kV
🔹 Selected Earth Fault Current (Ief) = 400 A


Step 1️⃣: Calculate Phase-to-Neutral Voltage

Vph=VLL3V_{ph} = \frac{V_{LL}}{\sqrt{3}} Vph=110003=6350VV_{ph} = \frac{11000}{\sqrt{3}} = 6350 \, V

Step 2️⃣: Calculate NGR Resistance

RNGR=VphIefR_{NGR} = \frac{V_{ph}}{I_{ef}} RNGR=6350400=15.875ΩR_{NGR} = \frac{6350}{400} = 15.875 \, \Omega

✔ Required NGR Resistance ≈ 15.9 Ω


Step 3️⃣: Determine Thermal Rating 🔥

The NGR must withstand the thermal stress during fault duration.

Power Dissipation:

P=I2×RP = I^2 \times R P=4002×15.875P = 400^2 \times 15.875 P=2.54MWP = 2.54 \, MW

Energy Dissipation:

Energy=P×tEnergy = P \times t

Where:

  • tt = fault clearing time (e.g., 10 sec / 30 sec / 60 sec)

📌 Select NGR time rating based on:

✔ Primary relay operating time
✔ Backup relay clearing time
✔ Utility requirements

Common time ratings: 10 sec / 30 sec / 60 sec


🔥 Critical Design Considerations

✔ Ensure relay pickup setting < selected earth fault current
✔ Verify coordination with REF / SEF protection
✔ Consider system charging current (especially in long cable networks)
✔ Check insulation coordination
✔ Provide NGR monitoring (temperature / broken resistor detection)
✔ Ensure proper NGR enclosure IP & ventilation


⚠️ Risks of Incorrect NGR Selection

❌ Relay mal-operation or non-detection
❌ Excessive winding stress
❌ Insulation damage
❌ Overheating of resistor
❌ Safety hazards


🎯 Engineering Takeaway

NGR sizing is not just mathematics —
it is a balance between:

✔ Protection sensitivity
✔ Equipment protection
✔ Thermal capability
✔ System stability

Good engineering = Controlled fault current + Reliable detection + Thermal safety


💬 In your projects, what earth fault current do you typically adopt — 100 A, 400 A, or 1000 A?
What factors influence your decision most: relay sensitivity, cable length, or utility requirement?


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