فرآیند ریخته گری یکی از روش های ساخت قطعات می باشد که در
آن یک ماده (فلز) مذاب داخل یک قالب (شامل حفرۀ توخالی به شکل قطعۀ موردنظر) ریخته
شده تا به مرور سرد و در نهایت قطعۀ نهایی از آن خارج گردد. از مزایای اصلی
بکارگیری این روش می توان به تولید قطعه
با پیچیدگی شکلی و ظاهری بالا و تولید انبوه در زمان کوتاه با هزینۀ نسبی کم اشاره کرد. فرآیندهای متداول ریخته گری
در ساخت قطعات خودرو شامل ریخته گری (در قالب) ماسه ای یا Sand Casting، ریخته گری
ثقلی (در قالب فلزی) یا Gravity Die Casting، ریخته گری تحت فشار بالا در قالب فلزی یا High Pressure Die Casting
و ریخته گری تحت فشار پایین در قالب فلزی یا Low Pressure Die Casting
می باشند.
پروسۀ ماشینکاری نیز یکی دیگر از روش های متعدد ساخت قطعات
بوده به گونه ای که یک قطعه ماده ( یا فلز) خام به شکل و اندازۀ نهایی موردنظر
توسط فرآیند مربوط بریده می شود. در این متد هم روش های متنوعی در ماشینکاری قطعات
خودرو مورد استفاده قرار می گیرند که می توان از فرآیند فرزکاری (Milling)،
تراشکاری (Lathing)، منگنه زنی (Punching)، برشکاری (Cutting)، اره کاری، خمکاری و ... نام برد. البته ماشین ابزارهایی نیز وجود
دارند که در ساخت قطعات خودروهای خاص و مسابقه ای استفاده می شوند. از جمله
ماشینکاری با اشعۀ الکترونی و یونی، برشکاری لیزری، قوس پلاسما و ... .
پوسته آلومینیومی کلاچ
پوسته آلومینیومی گیر بکس
پوسته آلومینیومی دیفرانسیل
پوسته آلومینیومی سرعت سنج
کپه آلومینیومی یاتاقان موتور
قطعات چدن خاکستری
قطعات چدن نشکن(داکتیل)
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)