توضیحات
از این چرخدنده ها برای تبدیل حرکت گردشی به خطی یا باالعکس استفاده می شود.در واقع چرخدنده شانه ای (Rack) را می توان یک چرخدنده ساده با بی نهایت دندانه در نظر گرفت، که شعاع آن بی نهایت بزرگ است.دندانه های یک چرخدنده شانه ای ممکن است مستقیم یا مورب باشند.
چرخدنده شانه ای دندانه مستقیم (Spur Rack) به شکل یک خط کش است که روی یکی از وجوه آن دندانه هایی عمود بر محور طولی ایجاد شده است.این نوع چرخدنده شانه ای با یک چرخدنده ساده درگیر می شود و با این جفت چرخدنده می توان حرکت گردشی را به حرکت خطی تبدیل کرد.ساخت این نوع چرخدنده شانه ای، ساده تر از ساخت چرخدنده شانه ای دندانه مورب است.
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در چرخدنده های شانه ای دندانه مورب (Helical Rack) دندانه ها نسبت به محور طولی به صورت زاویه دار ایجاد می شوند.این نوع چرخدنده شانه ای با یک چرخدنده مارپیچ درگیر می شود.این جفت چرخدنده نیز برای تبدیل حرکت گردشی به حرکت خطی به کار می روند، ولی ظرفیت انتقال بار آنها بیشتر از نوع قبلی است.
کاربرد
- مهندسی هوافضا
- صنایع خودرو سازی
- ماشین آلات
- دوچرخه
- اسباب بازی