Tools · Dissimilar Joints

Dissimilar Metal Expansion & Galvanic Checker

Pick two materials and a temperature swing to see the thermal-mismatch strain and stress in the joint, its galvanic corrosion risk, and whether the pair can be fusion-welded at all, with practical ways to make the joint work.

⚠ Disclaimer: Use at Your Own Risk This tool is provided "as is," for general engineering reference and educational purposes only, with no warranty of any kind. Stresses come from a simple elastic bonded-layer model with constant (mean) expansion coefficients. It ignores edge stress concentrations, plasticity, creep, and temperature-dependent properties. Galvanic ratings use a generic anodic-index table and don't replace corrosion testing in your actual electrolyte. Jeffrium and Jeffrey Sowards assume no liability for decisions, designs, procedures, or outcomes based on this tool's output. Use of this tool is entirely at your own risk.

Materials

Temperatures and environment

Stress-free temperature is where the joint carries no thermal stress: room temperature for a bolted or bonded assembly, but close to the solidus or braze temperature for a welded or brazed joint. Use the service extreme farthest from it.

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αB − αA
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Mismatch strain, Δε
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Stress in A (+ tension)
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Stress in B (+ tension)
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Bow if free to bend
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Galvanic potential difference
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Highest stress as a fraction of allowable: yield for metals, design tensile strength for glass and ceramic.

Risk flags and mitigation

    Galvanic position

    Anodic index: the more active metal (to the right) corrodes

    Thermal expansion, α (µm/m·K, 20-300 °C)

    Close neighbors make the easiest joints
    How it works

    Why dissimilar joints fail

    Two failure mechanisms dominate dissimilar-metal joints. When the temperature changes, the materials try to grow by different amounts and fight each other. When the joint gets wet, the more active metal becomes an anode and corrodes.

    The math

    StrainΔε = (αB − αA)·ΔT
    Stress in AσA = EAEBtB·Δε / (EAtA + EBtB)
    BalanceσAtA + σBtB = 0
    GalvanicΔV = |indexA − indexB| ≤ limit
    αmean expansion coefficient
    E, tmodulus (E/(1−ν) if biaxial), thickness
    limit150 / 250 / 500 mV by environment

    Worked example

    GivenTi-6Al-4V to 304 stainless, 5 mm each, heated 20 → 250 °C
    Δα17.8 − 9.4 = 8.4 µm/m·K
    Δε8.4 × 230 = 1930 µε
    Stress+138 MPa in Ti, −138 MPa in 304
    Result64% of 304 yield; can't be fusion-welded

    Galvanically the pair is borderline: 200 mV is fine indoors but over the 150 mV marine limit.

    More detail

    Assumptions used in this calculator
    • Constant mean expansion coefficients (20-300 °C). Thermal stress builds only between the stress-free temperature and the service extreme.
    • Linear-elastic, perfectly bonded layers at a uniform temperature, with no yielding, creep, or relaxation.
    • Held flat, stress follows from force balance. The free-to-bend case uses Timoshenko's bimetal curvature. Extra peel and shear stresses at the joint ends are not included.
    • Allowable stress is yield for metals. Glass and ceramics use a long-term tensile design value in tension, and 10× that in compression.
    • Galvanic risk uses a generic anodic-index table with 150 / 250 / 500 mV limits. Kovar and Invar are approximated as nickel. Anode-to-cathode area ratio and the actual electrolyte are not modeled.
    • Joinability notes are general guidance by alloy family; qualify the actual joint by test.
    Strip, plate, or free to bend?

    A long, narrow bonded strip is stressed in one direction, so the plain modulus E applies. A bonded plate is restrained both ways, which raises stress by 1/(1−ν), about 40%. Held flat, all the mismatch becomes stress. Left free, the pair curls like a bimetallic strip and some of the stress turns into bow, which the tool reports from Timoshenko's solution. Free edges of any bonded joint carry extra peel and shear stress that this simple model doesn't capture.

    Picking the stress-free temperature

    A welded or brazed joint locks together at high temperature, so its biggest mismatch strain comes from cooling to room temperature, before service even starts. For a 900 °C braze, enter 900 as the stress-free temperature and the coldest service temperature as the extreme. Yielding during that cooldown is common in metal-to-metal braze joints; for glass and ceramics it means fracture.

    Anodic index table
    GroupIndex (V)
    Nickel, titanium0.30
    Copper, Ni-Cr alloys0.35
    18% Cr stainless0.50
    2000-series aluminum0.75
    Carbon and low-alloy steel0.85
    Other wrought aluminum0.90
    Galvanized steel1.20
    Magnesium1.75

    Couples are typically acceptable within 0.15 V in harsh environments, 0.25 V in normal indoor conditions, and 0.50 V in controlled environments. A large cathode coupled to a small anode makes any couple worse.

    References
    • MIL-STD-889, Dissimilar Metals.
    • S. Timoshenko, “Analysis of bi-metal thermostats,” J. Opt. Soc. Am. 11, 1925, 233–255.
    • J.C. Lippold, S.D. Kiser and J.N. DuPont, Welding Metallurgy and Weldability of Nickel-Base Alloys, Wiley, 2009 (dissimilar welding chapter).
    • ASM Handbook Vol. 6, Welding, Brazing, and Soldering: Dissimilar metal joining.

    Joining materials that don't want to be joined?

    Jeffrium designs dissimilar joints for aerospace and energy hardware: transition joints, buttering and interlayer strategies, braze and seal design, and thermal-cycling analysis, backed by metallurgical testing.

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