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Purpose

– Numerical solution of Plateau’s problem of minimal surface using non-variational finite element method. The paper aims to discuss this issue.

Design/methodology/approach

– An efficient algorithm is proposed for the computation of minimal surfaces and numerical results are presented.

Findings

– The solutions obtained here are examined for different cases of non-linearity and are found sufficiently accurate.

Originality/value

– The manuscript provide the non-variational solution for Plateau’s problem. Thus it has a good value in engineering application.

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