Switching Transients

Re-ignition, Re-strike, Recovery Voltage & RC Snubbers

A clear self-study note on circuit-breaker interruption: arc extinction, recovery voltage and transient recovery voltage (TRV), the difference between re-ignition and re-strike, shunt-reactor voltage overshoot and current chopping, and how RC snubbers and damping networks limit switching stress.

Reading time ≈ 30 min

Section 1

The Basic Switching Process

When a circuit breaker opens, the current does not disappear immediately. The process is normally as follows:

  1. The breaker receives an opening command.
  2. The contacts start to separate.
  3. An arc is formed between the contacts.
  4. The AC current reaches a natural current zero.
  5. The arc is extinguished.
  6. A voltage appears across the open breaker contacts.
  7. The breaker contact gap must withstand this voltage.

The most important point is this: after the arc is extinguished, the breaker must recover its dielectric strength quickly enough to withstand the voltage appearing across its open contacts.

If the voltage across the contacts becomes higher than the dielectric withstand of the gap, the arc can return. This return of the arc is called either:

  • Re-ignition, if it happens very soon after interruption.
  • Re-strike, if it happens after a longer delay.

Section 2

Arc Extinction

Arc extinction means that the arc between the breaker contacts has been extinguished after the current has been interrupted. In an AC circuit, interruption normally occurs at a current zero.

At current zero, the arc energy becomes very small, so the breaker has the best chance to extinguish the arc.

However, arc extinction alone is not enough. After extinction, the breaker must also withstand the recovery voltage.

Section 3

Recovery Voltage

Recovery voltage is the voltage that appears across the open terminals of the circuit breaker after current interruption and arc extinction.

In simple words: recovery voltage is the voltage that the open breaker contacts must withstand after the current has been interrupted.

The voltage across the open breaker contacts is the instantaneous difference between the source-side voltage and the load-side voltage:

\[ V_{CB}(t) = V_{source}(t) - V_{load}(t) \]
\(V_{CB}(t)\)
voltage across the circuit breaker contacts
\(V_{source}(t)\)
voltage on the source side
\(V_{load}(t)\)
voltage on the load side

Before the breaker opens, \(V_{CB}\) is almost zero because the contacts are closed. After the breaker opens, the source side and load side are no longer directly connected. Therefore, a voltage difference appears across the breaker.

Section 4

Transient Recovery Voltage (TRV)

The recovery voltage has two main parts:

  • Transient Recovery Voltage (TRV).
  • Power-frequency recovery voltage.

TRV is the first fast transient part of the recovery voltage immediately after arc extinction. It is usually steep and short-duration. The power-frequency recovery voltage is the slower voltage that remains after the transient part has settled.

The severity of TRV depends not only on its peak value, but also on how quickly it rises. In practice, both the TRV peak and its rate of rise (the rate of rise of recovery voltage, RRRV) are important for circuit breaker performance.

Section 5

The Main Competition After Interruption

After current interruption, two curves are important:

  • The voltage across the breaker contacts.
  • The dielectric strength of the contact gap.

Successful interruption requires the dielectric withstand of the gap to stay above the recovery voltage:

\[ V_{withstand}(t) > V_{recovery}(t) \]

If this condition is satisfied, the breaker remains open successfully. If the opposite happens:

\[ V_{recovery}(t) > V_{withstand}(t) \]

then the gap can break down again and the arc can return.

The key idea can be summarised simply:

  • If the dielectric recovery curve stays above the voltage curve, no restrike occurs.
  • If the voltage curve crosses above the dielectric withstand curve, breakdown can occur.

Section 6

Re-ignition

Re-ignition is the re-establishment of the arc very soon after current interruption.

In many practical references, re-ignition is commonly associated with arc re-establishment within approximately one-quarter cycle after current zero, while re-strike is associated with a later breakdown. These definitions can vary slightly depending on the standard, manufacturer, or application.

For a 50 Hz system, the period is:

\[ T = \frac{1}{f} = \frac{1}{50} = 20\ \text{ms} \]

One-quarter cycle is:

\[ \frac{T}{4} = \frac{20\ \text{ms}}{4} = 5\ \text{ms} \]

So, in a 50 Hz system, re-ignition normally means arc return within about 5 ms after current zero.

Why re-ignition happens

Re-ignition happens because the breaker contact gap has not yet recovered enough dielectric strength. The contacts are still close together, and the gas or medium between them may still be hot and ionised. If the early TRV is too steep, the contact gap may break down again.

Important point

Re-ignition usually happens very quickly, before the recovery voltage has had enough time to rise to a very high value. It is generally less severe than re-strike because it occurs before the recovery voltage has developed to a high value. However, repeated re-ignitions can still create significant high-frequency transients and equipment stress.

Section 7

Re-strike

Re-strike is the re-establishment of the arc after a longer delay following interruption. It is commonly associated with breakdown occurring later than approximately one-quarter cycle after current zero.

In this case, the breaker appears to interrupt successfully at first. However, after some time, the voltage across the contacts becomes high enough to break down the gap again.

Why re-strike is more severe

Re-strike is usually more dangerous because the voltage across the open contacts has more time to build up before breakdown occurs. This can produce severe overvoltages and high-frequency oscillations.

Re-strikes are especially important in capacitive current switching, such as:

  • Capacitor banks
  • Unloaded cables
  • Unloaded overhead lines
  • Harmonic filter banks

Section 8

Re-ignition vs Re-strike

Table 1 — Comparison of re-ignition and re-strike.
Item Re-Ignition Re-Strike
Timing Very soon after current zero After a longer delay
Practical timing Within about one-quarter cycle Later than about one-quarter cycle
Breaker condition Gap has not recovered immediately Gap initially withstands, then fails later
Main voltage involved Early TRV Recovery voltage after delay
Typical severity Usually less severe Usually more severe
Typical application concern Shunt reactor switching Capacitor, cable, and filter switching
The simple memory rule

Re-ignition = immediate arc return.   Re-strike = delayed arc return.

Section 9

Shunt Reactor Switching and Voltage Overshoot

A shunt reactor is mainly an inductive device. For an inductor, the voltage–current relationship is:

\[ v = L\,\frac{di}{dt} \]
\(v\)
voltage across the reactor
\(L\)
inductance
\(di/dt\)
rate of change of current

This equation explains why inductive switching can create overvoltage. If the current is forced to change very quickly, \(di/dt\) becomes large. Therefore, the induced voltage can also become large.

The magnetic energy stored in the reactor is:

\[ W = \tfrac{1}{2}\,L\,I^{2} \]
\(W\)
stored magnetic energy
\(L\)
inductance
\(I\)
current before interruption

When the breaker opens, the energy stored in the magnetic field must be redistributed. This can result in a voltage overshoot across the breaker or the reactor terminals.

In shunt reactor switching, overvoltage is often associated with current chopping. This means the breaker interrupts the small inductive current before its natural current zero. The sudden reduction of current causes a high \(di/dt\), which produces an overvoltage across the reactor and breaker contacts.

Section 10

Faraday’s Law and Voltage Overshoot

The induced voltage can also be explained using Faraday’s law:

\[ e = -N\,\frac{d\Phi}{dt} \]
\(e\)
induced voltage
\(N\)
number of turns
\(\Phi\)
magnetic flux
\(d\Phi/dt\)
rate of change of magnetic flux

If the magnetic flux changes very rapidly, the induced voltage becomes high. This is why sudden interruption of inductive current may create voltage overshoot.

In simple words: a reactor resists sudden current change. If the breaker tries to interrupt the current quickly, the reactor can generate a high voltage.

Section 11

Voltage Overshoot

Voltage overshoot is a temporary voltage rise above the expected recovery voltage level. In shunt reactor switching, voltage overshoot may occur because:

  • The reactor stores magnetic energy.
  • The current is interrupted suddenly, sometimes before its natural current zero (current chopping).
  • The magnetic flux changes rapidly.
  • The breaker gap is exposed to a steep recovery voltage.
  • The gap may not have recovered enough dielectric strength.

If the overshoot is high enough, it can cause re-ignition or re-strike.

Section 12

RC Snubber and Damping Networks

An RC snubber is a damping circuit made of a resistor and capacitor. It is used to reduce switching transients.

RC snubbers are most commonly used in power electronics and control circuits. They can be connected across:

  • Semiconductor switches
  • Thyristors
  • IGBTs
  • Relay contacts
  • Other low-voltage switching devices
High-voltage caution

In medium- and high-voltage switching applications, similar damping networks or surge-suppression arrangements may be used to reduce voltage steepness and oscillations. However, their application must be designed based on insulation level, system voltage, and switching duty. A small RC snubber used across an IGBT is not the same as the damping arrangements used in high-voltage circuit breaker switching.

Section 13

Purpose of an RC Snubber

An RC snubber is used to:

  • Limit the rate of rise of voltage.
  • Reduce voltage spikes.
  • Damp high-frequency oscillations.
  • Protect the switching device.
  • Reduce the risk of unwanted breakdown or false triggering.

The capacitor initially absorbs part of the transient energy. The resistor dissipates the energy as heat and damps the oscillation.

Without the resistor, the capacitor and circuit inductance may create oscillation. With the resistor, the oscillation is damped.

Section 14

Basic RC Charging Relationship

For a simple RC circuit, the time constant is:

\[ \tau = R\,C \]
\(\tau\)
time constant
\(R\)
resistance
\(C\)
capacitance

A larger RC time constant generally slows the voltage change. This means the snubber can reduce \(dV/dt\) across the switching device.

The rate of voltage rise is commonly written as \(dV/dt\). This is very important because many switching devices and breaker gaps have a maximum voltage rise rate that they can withstand.

Section 15

LC Oscillation and Damping

Many switching transients are caused by inductance and capacitance in the circuit. The natural angular frequency of an ideal LC circuit is:

\[ \omega_0 = \frac{1}{\sqrt{LC}} \]

The corresponding frequency is:

\[ f_0 = \frac{1}{2\pi\sqrt{LC}} \]
\(L\)
circuit inductance
\(C\)
circuit capacitance
\(\omega_0\)
angular frequency in rad/s
\(f_0\)
frequency in Hz

The RC snubber adds damping to this oscillatory behaviour.

Section 16

Controlled Switching

Controlled switching is used to reduce switching transients by opening or closing the breaker at a favourable point on the voltage or current waveform.

  • For shunt reactor de-energisation, the aim is to avoid severe TRV, re-ignition, and re-strike.
  • For capacitor bank energisation, the aim is to avoid high inrush current and overvoltage.

Controlled switching does not change the basic physics, but it improves the timing of the operation.

Section 17

Final Summary

The breaker interruption process is controlled by the relationship between recovery voltage and dielectric recovery. The most important condition is:

\[ V_{withstand}(t) > V_{recovery}(t) \]

If this condition is maintained, the interruption is successful. If the recovery voltage exceeds the dielectric withstand of the contact gap, the arc can return.

If the arc returns very quickly, it is called re-ignition. If the arc returns after a longer delay, it is called re-strike. Re-strike is usually more dangerous because it can happen after the voltage has built up to a higher value.

Shunt reactor switching is difficult because the reactor stores magnetic energy and resists sudden current interruption, and because current chopping can occur. The key reactor equations are:

\[ v = L\,\frac{di}{dt} \qquad W = \tfrac{1}{2}\,L\,I^{2} \qquad e = -N\,\frac{d\Phi}{dt} \]

An RC snubber helps by reducing voltage spikes, limiting \(dV/dt\), and damping oscillations. The key snubber relationship is:

\[ \tau = R\,C \]
The main idea
  1. After interruption, recovery voltage stresses the open contact gap, while dielectric recovery increases the gap withstand capability.
  2. Successful interruption occurs when the dielectric withstand remains above the recovery voltage.
  3. Re-ignition is immediate arc return; re-strike is delayed arc return and is usually more severe.
  4. Shunt-reactor switching and current chopping can produce voltage overshoot; RC snubbers and damping networks limit \(dV/dt\), reduce spikes and damp oscillations.
Technical Documents

Simple technical notes for power system studies

The APS Technical Library contains short technical texts written in simple language across different engineering topics. It includes clear notes on power system studies, testing and commissioning, overvoltages, resonance, insulation coordination, grid connection studies, site testing, measurements and practical engineering subjects. The aim is to explain technical ideas step by step, so they can be used more easily in studies, reports, design reviews and technical discussions.