Draw the power diagram of the star Delta starter two directions of control

Mathematics

ScanSolve AI Answer

Step 1: Label the three-phase supply and motor terminals.

Three-phase lines: L1L_1, L2L_2, L3L_3.

Motor windings: U1−U2U_1-U_2, V1−V2V_1-V_2, W1−W2W_1-W_2.

Step 2: Forward line contactor (KM1, normally open 3-pole).

L1→U1,L2→V1,L3→W1.\begin{align*} L_1 &\to U_1,\\ L_2 &\to V_1,\\ L_3 &\to W_1. \end{align*}

Step 3: Reverse line contactor (KM4, normally open 3-pole).

L1→W1,L2→V1,L3→U1.\begin{align*} L_1 &\to W_1,\\ L_2 &\to V_1,\\ L_3 &\to U_1. \end{align*}

Step 4: Star contactor (KM3, normally open 3-pole).

U2↔V2↔W2(allshorted).U_2 \leftrightarrow V_2 \leftrightarrow W_2 \quad (all shorted).

Step 5: Delta contactor (KM2, normally open 3-pole).

U2→V1,V2→W1,W2→U1.\begin{align*} U_2 &\to V_1,\\ V_2 &\to W_1,\\ W_2 &\to U_1. \end{align*}

Step 6: Operation sequences.

Forward start: KM1 + KM3.

Forward run: KM1 + KM2 (KM3 off).

Reverse start: KM4 + KM3.

Reverse run: KM4 + KM2 (KM3 off).

Interlocks (mechanical/electrical): KM1 opposes KM4; KM2 opposes KM3; overload relay in series with lines.

Power diagram as defined by contactor connections above for bidirectional star-delta motor starter

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