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For a conventional AC solenoid, calculate pickup and holding current from the manufacturer’s apparent-power ratings: current = VA ÷ RMS voltage. Use inrush VA for pickup and switching capacity, and holding VA for continuous loading. A resistance-only calculation is not a reliable normal-operating answer because the armature changes the coil’s inductance and impedance.

The two currents you need

Quantity Formula Use
Pickup or inrush current Iinrush = VAinrush ÷ VRMS Transformer, relay, SSR and switch pickup capacity
Holding (sealed) current Ihold = VAhold ÷ VRMS Continuous thermal and steady-state loading
Apparent power VA = VRMSIRMS Transformer, wiring and apparent-load sizing
Real power P = VRMSIRMScos φ Average watts converted to heat and mechanical work

Read the coil’s rated voltage and frequency first, then obtain its inrush and holding VA from the exact datasheet. Bürkert and ASCO engineering information describe this VA-based method. VA is not watts; power factor equals watts divided by VA.

Worked calculations

24 V AC valve coil

For 36 VA inrush and 16 VA holding:

  • Inrush: 36 ÷ 24 = 1.50 A RMS
  • Holding: 16 ÷ 24 = 0.667 A RMS

A transformer must tolerate the 1.50 A pickup event, while continuous heating is based mainly on the 0.667 A holding load.

120 V AC coil

For 60 VA inrush and 15 VA holding:

  • Inrush: 60 ÷ 120 = 0.50 A RMS
  • Holding: 15 ÷ 120 = 0.125 A RMS

A 120 V coil marked 47 VA has an apparent-current estimate of 47 ÷ 120 = 0.392 A; this is not necessarily 47 W. See the Clark Cooper coil-current explanation.

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230 V AC load

For 24 VA inrush and 3.4 VA holding:

  • Inrush: 24 ÷ 230 = 104 mA RMS
  • Holding: 3.4 ÷ 230 = 14.8 mA RMS

That very low holding current may be below the holding-current requirement of a triac output or SSR.

Why current falls after pickup

With the armature open, the magnetic air gap is large. Once the armature seats, the magnetic circuit changes, effective inductance generally increases, and impedance rises, so current normally falls. The result depends on armature position, frequency, saturation, temperature and mechanical condition; it is not a fixed resistor. Bürkert’s current-consumption guidance explains this position-dependent behavior.

If dirt, an obstruction, incorrect assembly, low voltage or damaged pole faces prevent seating, the coil can remain in its high-current pickup condition and overheat. Conventional AC coils should not be operated with the intended core missing or the armature prevented from closing.

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When an R–L calculation is appropriate

If resistance and inductance are known at the actual operating condition, use the fixed-coil approximation:

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XL = 2πfL
Z = √(R² + XL²)
IRMS = VRMS ÷ Z

Example: at 120 V RMS, 60 Hz, R = 100 Ω and L = 0.50 H, XL = 188.5 Ω, Z ≈ 213.4 Ω and I ≈ 0.562 A RMS. This is a first-order estimate only: a moving solenoid’s inductance changes and its iron may saturate. Use the manufacturer’s VA data for equipment selection.

Why V ÷ R is usually wrong for normal AC operation

An ohmmeter measures DC winding resistance, not the AC impedance created by inductance and the magnetic circuit. Therefore V ÷ RDC does not represent normal seated AC current. DC resistance remains useful for finding an open or shorted winding, comparing replacement coils, estimating copper heating, and checking an abnormal missing-core condition.

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For a stalled or missing-core fault, I ≈ VRMS ÷ RDC can be a conservative estimate. It is not a precise normal inrush formula; actual current depends on saturation, waveform, supply impedance and armature motion. A simplified fixed DC R–L model uses i(t) = (V/R)(1 − e−tR/L), with initial slope V/L, but it does not predict a complete moving AC waveform. See Analog Devices CN0415.

RMS, peak, watts and VA

Datasheets may list RMS inrush current, inrush VA, peak current, first-half-cycle current, pickup current or starting VA. These terms are not interchangeable. VA ÷ RMS voltage produces RMS current; do not call it peak current unless the waveform and measurement definition are known.

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For example, 120 V RMS and 0.40 A RMS gives 48 VA. If a wattmeter measures 18 W, power factor is 18 ÷ 48 = 0.375. The transformer sees about 48 VA even though average real consumption is 18 W.

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Size the surrounding equipment

Transformer

For several coils, add the holding VA of coils that remain energized. Separately add the inrush VA of every coil that can start simultaneously. A transformer sized only for steady holding load may sag during pickup, causing failed seating and a high-current thermal loop. Include voltage regulation, the approved operating-voltage range, wiring drop and the lowest expected supply voltage.

Wiring and protection

Use RMS current for conductor loading and the specified inrush for nuisance-trip evaluation. Fuse or breaker selection also requires time-current behavior, conductor ampacity, fault current, duty cycle, code and the manufacturer’s instructions. Do not choose a universal fuse size from holding current alone.

Relay, contactor, PLC output or SSR

Check pickup current, repetitive cycling, holding current, turn-off transients and the actual AC inductive-load category. A relay’s resistive-current rating is not automatically its solenoid rating. For triac outputs, a very low holding current can fall below the triac’s holding current and cause chatter, partial energization or dropout. Also check leakage current, latching and commutation behavior, dv/dt and any required snubber. Industrial Monitor Direct discusses this low-current problem.

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Pick the symptom - the matching free tool is one click away.

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Measure the real installation

  1. Verify the coil’s voltage, frequency and wiring, then use a current instrument rated for the circuit’s CAT category.
  2. Measure immediately after energization and again after the armature seats.
  3. Repeat at the lowest expected supply voltage and with the coil fully installed.
  4. For watts, VA and power factor, use a power analyzer or wattmeter rather than relying on a basic multimeter.

Use a true-RMS clamp or probe with adequate bandwidth, crest-factor capability and inrush capture. Clamp around only one conductor, never both supply and return. TE Connectivity describes determining AC-coil inductance from voltage, current, real power or phase displacement.

Troubleshooting abnormal current

Symptom Likely checks
Current remains high Armature not seating, dirt, obstruction, low voltage, wrong assembly or damaged pole face
Buzzing or chatter Dirty magnetic circuit, inadequate voltage, mechanical damage, incompatible triac/SSR or interrupted holding current
Coil overheats or burns Missing core, stalled armature, wrong voltage, excessive cycling or incorrect frequency
Transformer sags or trips Insufficient simultaneous inrush VA, excessive voltage drop or another shorted load
SSR will not keep the coil energized Holding current below triac holding current, excessive leakage or unsuitable output topology
Coil never actuates Open winding, wrong voltage/frequency, failed switch or mechanical obstruction

Repeated pickup events add heating even when the coil is rated for continuous duty after sealing; cycling limits depend on the coil design. The Clark Cooper FAQ notes this inrush-related heating.

AC versus DC coils

A DC coil’s steady current is commonly approximated by IDC = VDC ÷ R and PDC = VDCIDC, although it still has turn-on and turn-off transients. Do not substitute AC and DC coils by appearance; verify voltage, frequency, duty rating and the exact operator or valve series. The Parker coil reference distinguishes AC inrush/holding behavior from DC ratings.

Quick Recap

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Calculation checklist

  • Confirm AC or DC, rated voltage and 50/60 Hz frequency.
  • Record actual RMS supply voltage and its tolerance.
  • Obtain inrush VA and holding VA for the exact part.
  • Calculate both RMS currents.
  • Sum simultaneous inrush VA and continuous holding VA.
  • Check inductive ratings for relays, PLC outputs and SSRs, including minimum holding current and leakage.
  • Investigate buzzing or persistent high current before continued operation.

Product prices and availability are accurate as of the date/time indicated and are subject to change. Any price and availability information displayed on Amazon at the time of purchase will apply.

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