Bonjour,
Je possède 4 tubes carrés que je dois souder entre eux pour former une armature rectangulaire. Les extrémités des tubes sont coupés à 45° pour être soudés entre eux.
Je cherche quelle est la représentation schématique des soudures à réaliser. Est ce deux soudures d'angles et deux soudures sur champs aux 4 extrémités ? 4 soudure cordons et 4 soudures d'angles ?
Merci d'avance de vos retours.
Cordialement![](data:image/png;base64,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)