Numerical Analysis of Heat Transfer of Arc Welded Plate

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Advances in Material Forming and Joining

Abstract

In submerged arc welding process, the understanding of temperature distribution is essential in order to control the dimension of heat affected zone and to get the required weld bead shape and size. Moreover, the temperature profile is required to estimate the stress distribution in thermo mechanical analysis of the process. In this work, a numerical solution for moving heat source with Gaussian distribution of heat flux density over the volume of oval shape is derived using finite difference method. Heat transfer in welded plates during welding from fusion zone to heat affected zone (HAZ) is assumed to be conductive heat transfer. Convective and radiative heat losses are also considered for remaining zone of welded plate. With the help of the numerical solution, transient temperature distribution is estimated. HAZ widths are also measured experimentally. Decent agreements between predicted and experimental values are achieved.

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Abbreviations

a, b, c, m :

Heat source parameters, mm

A, B, C :

Bead geometry parameters, mm

C p :

Specific heat of work piece, J/kgK

h :

Convective heat transfer coefficient W/m2K

I :

Current, amp

k :

Thermal conductivity of work piece, W/mK

l :

Mesh length, mm

q :

Heat density, W/m3

Q 0 :

Total heat input, W

t :

Time, sec

T :

Temperature, °C

\(T_{\infty }\) :

Ambient temperature, °C

U :

Travel Speed (cm/min)

V :

Voltage, Volt

x, y, z :

Coordinates, mm

α :

Thermal diffusivity, m2/sec

Δ :

Increment

ε :

Emissivity of the work piece

Η :

Arc efficiency

Ρ :

Density of workpiece, kg/m3

\(\sigma\) :

Stefan–Boltzmann constant (=5.67 × 10−6 W/m2K4)

Τ :

Mesh Fourier number

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Correspondence to Arvind Kumar .

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Ghosh, A., Kumar, P., Kumar, A. (2015). Numerical Analysis of Heat Transfer of Arc Welded Plate. In: Narayanan, R., Dixit, U. (eds) Advances in Material Forming and Joining. Topics in Mining, Metallurgy and Materials Engineering. Springer, New Delhi. https://doi.org/10.1007/978-81-322-2355-9_14

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  • DOI: https://doi.org/10.1007/978-81-322-2355-9_14

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  • Online ISBN: 978-81-322-2355-9

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