میخوایم اینو بسازیم. کمی بهش نگاه کنید. درباره خط جوش هاش فکر کنید.
قرقره از سه قسمت تشکیل میشه : 2 تا صفحه های جانبی که الان یکیش تو تصویر دیده میشه و 1 دونه هسته یا بوش که این 2تا صفحه جانبی رو به هم متصل میکنه. استانداردهای مختلفی برای ابعاد و وزن این نوع قرقره ها وجود داره . از جمله DIN 46391
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
البته مشکل کارخانه ها در سایز های بزرگه که بسیار وقت گیر و ساختش هزینه بر هستش. مشکلات خاصی سر راه فرآیند جوشکاری برای این محصول وجود داره که بهتون خواهم گفت.
من مطالب بیشتری بهتون میدم. ولی الان توی کارخونه سرم حسابی شلوغه. ببخشید. روش کمی درنگ کنید و اگر تونستید راجع به نحوه تولیدش در جهان مطالبی جمع آوری کنید تا بریم مرحله بعد.
فعلا