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// Chapter 21.3 · AC Motor Control · Star & Delta Connections

Star and Delta Motor Connections: the U1 V1 W1 / W2 U2 V2 Terminal Box, 230/400 V vs 400/690 V Motors and Reversing

The mistake that most often burns out a new motor is not in the control circuit — it is connecting the terminals the wrong way. This page explains that star and delta differ in the voltage across each winding, and how to read the nameplate so you choose the right connection for a 400 V system every time.

By Ajarn ModUpdated
In 30 seconds
  • Y: each winding gets VL/3V_L/\sqrt3 = 230 V · Δ: each winding gets VLV_L = 400 V
  • A winding is designed for one voltage only — the connection must give it that voltage
  • Nameplate 230/400 V Δ/Y → on 400 V connect Y · nameplate 400/690 V Δ/Y → on 400 V connect Δ
  • Star–delta starting is only possible for motors that run in Δ at 400 V (400/690 V nameplate)
  • To reverse rotation: swap any two phases

The six-terminal box Basic

A three-phase motor has three windings, each with a start and an end. Under IEC 60034-8 the starts are called U1 V1 W1 and the ends U2 V2 W2 (older motors use U-X, V-Y, W-Z). In the terminal box the top row is U1 V1 W1 and the bottom row is ordered W2 U2 V2. You select Y or Δ by placing copper links.

U1W2L1V1U2L2W1V2L3Star (Y)U1W2L1V1U2L2W1V2L3Delta (Δ)Y: W2 U2 V2 joined into a star pointL1L2L3Δ: windings joined head-to-tailY: each winding gets 400/√3 = 230 VΔ: each winding gets the full 400 V (√3 times more)Δ links join U1–W2, V1–U2, W1–V2Remove all links for a star–delta starter (six leads out)
Figure 1 · Star: one horizontal link joins W2-U2-V2 to form the star point · Delta: three vertical links U1–W2, V1–U2, W1–V2

How star and delta differ Intermediate

C1 Star (Y)

Vph=VL3IL=IphV_{ph} = \frac{V_L}{\sqrt{3}} \qquad I_L = I_{ph}

C2 Delta (Δ)

Vph=VLIL=3 IphV_{ph} = V_L \qquad I_L = \sqrt{3}\, I_{ph}

C3 Power in either connection

P=3 Vph Iphcos⁡φ=3 VL ILcos⁡φP = 3\,V_{ph}\,I_{ph}\cos\varphi = \sqrt{3}\,V_L\,I_L\cos\varphi

C4 Same windings, same supply: Y vs Δ

Vph,YVph,Δ=13  ⇒  IL,YIL,Δ=13TYTΔ=13\frac{V_{ph,Y}}{V_{ph,\Delta}} = \frac{1}{\sqrt3} \;\Rightarrow\; \frac{I_{L,Y}}{I_{L,\Delta}} = \frac{1}{3} \qquad \frac{T_Y}{T_\Delta} = \frac{1}{3}

Where the 1/3 in C4 comes from: the winding voltage falls by √3, so the winding current falls by √3; in Y the line current equals the winding current, while in Δ the line current is √3 times the winding current. Together that gives 1/(3⋅3)=1/31/(\sqrt3\cdot\sqrt3) = 1/3. Torque varies with the square of the winding voltage, (1/3)2=1/3(1/\sqrt3)^2 = 1/3 — this is the basis of the star–delta starter.

Example C-1

A 7.5 kW motor, nameplate 400 V Δ 14.6 A, connected in delta at 400 V

  1. C2: the winding current is Iph=14.6/3=8.43I_{ph} = 14.6/\sqrt3 = 8.43 A at a winding voltage of 400 V.

  2. If it is connected in Y for starting, each winding gets 230 V: the starting line current is 95/3=3295/3 = 32 A (instead of 95 A) and the starting torque is 2.2/3=0.732.2/3 = 0.73 Tn.

  3. The nameplate line 690 V Y 8.4 A confirms this: on a 690 V system in Y, line current = winding current = 8.4 A and each winding still gets 400 V.

Choosing the connection from the nameplate Basic

The nameplate gives two voltages. The lower one is the line voltage when connected in Δ, the higher one the line voltage when connected in Y; both give the windings the same voltage. The working rule: find the line whose voltage matches the supply, and connect as the symbol on that line says.

Supply 400 V 50 HzNameplate 230/400 V Δ/Y(small motors, ≤ ~3 kW)Nameplate 400/690 V Δ/Y(motors ≥ ~4 kW)Connect in STAR (Y) on 400 VStart: DOL · soft starter · VFDConnect in DELTA (Δ) on 400 VStart: DOL · Y–Δ · soft · VFD✗ No star–delta: delta on 400 Vputs √3× voltage on windings → burns✓ During start Y: 230 V per windingcurrent and torque fall to 1/3Rule: plate Δ voltage= line voltage→ Y–Δ possible
Figure 2 · Decision chart for a 400 V 50 Hz system
NameplateWinding voltageConnection on 400 VStar–delta possible?Found on
230/400 V Δ/Y230 VYNoSmall motors, about ≤ 3 kW (can run from a single-phase 230 V-input VFD when connected in Δ)
400/690 V Δ/Y400 VΔYesAbout ≥ 4 kW
400 V Y (3 terminals)230 VConnected at the factoryNoSubmersible pumps, hermetic compressors
380 V Δ (old nameplate)380 VΔYesOlder or imported motors

Danger: some electricians remember “big motors are connected in delta” and connect a large 230/400 V motor in delta. The windings then get 73 % too much voltage and burn out within minutes. Size is not the criterion — only the nameplate is.

Example C-2

A 2.2 kW pump, nameplate 230/400 V Δ/Y 8.0/4.6 A — where can it be used?

  1. Three-phase 400 V system: connect Y, line current 4.6 A, set the overload to 4.6 A, and start it direct-on-line or with a soft starter.

  2. A house with single-phase 230 V: use a VFD with single-phase input and 3-phase 230 V output, and connect the motor in Δ. The drive output current is 8.0 A.

  3. Never use star–delta on a 400 V system, because in the Δ stage the windings would get 400 V.

What happens with a wrong connection Intermediate

CaseWinding voltageSymptomsResult
230/400 V connected Δ at 400 V173 %Loud hum, no-load current above In, heats quicklyInsulation breakdown, burn-out
400/690 V connected Y at 400 V58 %Runs normally at no load; under load the speed drops and current is highOverload trips, or overheating if set wrong
One winding reversed (U1–U2 swapped)UnbalancedVibration, noise, very unequal currentsOverheating, no useful torque
Star–delta starter but the links were left in—Short circuit when the Y or Δ contactor closesBreaker trips, arcing in the terminal box

Direction of rotation and reversing Basic

IEC 60034-8: with L1 L2 L3 connected to U1 V1 W1 in that order, the motor turns clockwise when viewed from the shaft end. Swap any two phases and the phase sequence seen by the motor reverses, the rotating field reverses and the motor turns the other way — the principle of the reversing circuit.

C5 Direction of rotation

L1 ⁣→ ⁣U1, L2 ⁣→ ⁣V1, L3 ⁣→ ⁣W1  ⇒  CW (viewed from shaft end)swap 2 lines⇒CCWL1\!\to\!U1,\ L2\!\to\!V1,\ L3\!\to\!W1 \;\Rightarrow\; \text{CW (viewed from shaft end)} \qquad \text{swap 2 lines} \Rightarrow \text{CCW}

With star–delta, both the winding starts (U1 V1 W1) and the winding ends (W2 U2 V2) must be swapped consistently. If only one set is swapped, the Y stage turns backwards but the Δ stage is wired wrongly (some windings get the wrong voltage or none at all) and a high current flows at changeover. The correct method is to swap two phases upstream, before they enter the starter.

Checks before energising

  • Read both nameplate lines and note the voltage and connection that match the supply
  • Measure the resistance of all three windings with a milliohmmeter (they should differ by no more than about 2 %)
  • Measure winding-to-frame insulation resistance with a 500 V DC megger (details in Design · testing)
  • Tighten terminal nuts to the specified torque, use correctly sized lugs, and seal the terminal box to maintain its IP rating
  • Connect the motor frame earth to the PE terminal in the terminal box

Frequently asked questions

What happens if a 230/400 V motor is connected in delta on a 400 V supply?

Each winding gets 400 V although it was designed for 230 V (√3 = 1.73 times too much). The iron saturates and the magnetising current is several times normal even at no load. The overload may trip, or, if it is set wrong, the motor burns out within a short time.

Can a 400/690 V motor be connected in star on a 400 V supply?

It will run, but each winding gets only 230 V and the torque at every speed falls to 1/3. With more than about 1/3 of rated load the slip becomes high, the winding current exceeds its rating and the motor overheats. Star is only acceptable as the starting stage of a star–delta starter.

Why are the bottom terminals ordered W2 U2 V2 rather than U2 V2 W2?

Shifting the bottom row by one position (W2 under U1, U2 under V1, V2 under W1) lets the delta links sit straight up and down: U1–W2, V1–U2, W1–V2. Each link joins the end of one winding to the start of the next, which is exactly the delta connection.

Ajarn Mod · Teerawut Savangboon
Lecturer in Electrical Engineering, Dhonburi Rajabhat University, Samut Prakan · Profile