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    Star-Delta Conversion Calculator

    A delta of 30, 60 and 90 Ω converts to a star with R_a = 15 Ω, R_b = 10 Ω and R_c = 30 Ω.

    Convert:
    R_a =

    15 Ω

    R_b
    10 Ω
    R_c
    30 Ω
    Step-by-step solution
    1. ΣR = R_ab + R_bc + R_ca = 180 Ω
    2. R_a = R_ab R_ca ÷ ΣR = 30 × 90 ÷ 180 = 15 Ω
    3. R_b = R_ab R_bc ÷ ΣR = 10 Ω; R_c = R_bc R_ca ÷ ΣR = 30 Ω

    Star-Delta Conversion Formula

    R_a = R_ab R_ca / (R_ab + R_bc + R_ca)

    star → delta: R_ab = (R_aR_b + R_bR_c + R_cR_a) / R_c

    Worked Example

    A delta of R_ab = 30 Ω, R_bc = 60 Ω and R_ca = 90 Ω:

    1. ΣR = R_ab + R_bc + R_ca = 180 Ω
    2. R_a = R_ab R_ca ÷ ΣR = 30 × 90 ÷ 180 = 15 Ω
    3. R_b = R_ab R_bc ÷ ΣR = 10 Ω; R_c = R_bc R_ca ÷ ΣR = 30 Ω

    R_c: 30 Ω

    GATE tip

    Each star resistor is the product of the two delta resistors touching that node, divided by the sum of all three. Each delta resistor is the sum of pairwise star products divided by the opposite star resistor.

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    Frequently asked questions

    When do I need a star-delta conversion?

    When resistors form a bridge or triangle that is neither series nor parallel. Converting one Δ to Y usually turns the network into simple series-parallel parts.

    What about balanced networks?

    For three equal resistors, R_Y = R_Δ/3 and R_Δ = 3R_Y.

    Sources

    Last reviewed: . Factors are stored exactly and computed with 50-digit decimal arithmetic. See how we verify conversion factors.

    Cite this page

    APA

    Scientific Converters. (2026, October 15). Star-Delta Conversion Calculator. Retrieved October 25, 2026, from https://scientificconverters.com/calculators/star-delta-conversion-calculator/

    IEEE

    Scientific Converters, "Star-Delta Conversion Calculator," scientificconverters.com. Accessed: Oct. 25, 2026. [Online]. Available: https://scientificconverters.com/calculators/star-delta-conversion-calculator/

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