Bonjour Tungstene,
Merci pour vos conseils.
Je ne connais pas la différence entre laminé et étiré, je vais me renseigner sur ce sujet.
Parfait si je ne suis pas obligé de faire une découpe à 45°, ça me fera gagner un peu de temps :).
En relisant vos conseils, je me dis qu'il y a quelques petites choses qui ne sont pas claires, du coup, je préfère ajouter un schéma de l'ensemble que j'ai en tête, ça me parait plus simple pour échanger.
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)
Est ce le même plan que vous avez en tête? Si non, je veux bien avoir un avis :).
Que les horizontales haute et basse soient posées sur les verticales et non pas intercalées, est ce que je dois souder toutes les arêtes en contact ou bien uniquement certaines? Je me dis que moins je vais souder, moins je risque de déformation et que dans le cas de ma table, les contraintes mécaniques seront relativement faibles.
Je n'ai pas mis sur le schéma la tôle entretoise à mettre entre les horizontales haute et médium. Pourquoi ne pas prévoir une entretoise également entre les horizontales médium et basse?
Je vous remercie pour le temps que vous pourrez me consacrer.
Je me pose beaucoup de questions, souvent trop je pense, me lancer me permattra d'y répondre :)
Bonne journée.
Mat