توضیحات
چرخدنده های مخروطی چرخدنده هایی هستند که محور دوران آنها با هم موازی نیستند و امتداد آنها در یک نقطه با هم برخورد می کند (Intersecting Axis Gears). وظیفه این چرخدنده ها تغییر راستای نیروی انتقالی در یک مکانیزم است که ممکن است با تغییر سرعت نیز توام باشد یا نباشد.
چرخدنده های مخروطی در دو نوع ساده و مارپیچ ساخته می شوند. وقتی یک جفت چرخدنده مخروطی درگیر با هم دقیقا یکسان باشند، نسبت سرعت انتقالی برابر با یک خواهد بود. به این چرخدنده ها، چرخدنده مخروطی دوقلو (Miter Gears) می گویند.
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)
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)
دندانه های یک چرخدنده مخروطی در راستای یال یک مخروط فرضی یا مخروط مولد (pitch cone) قرار گرفته اند.
وقتی تعداد دندانه ها در یک جفت چرخدنده مخروطی درگیر با هم متفاوت باشند(که معمولا چنین است)،هر یک از دو چرخدنده زاویه مخروط خاصی خواهند داشت.بنابراین در چرخدنده های مخروطی، تعداد دندانه ها یک محدودیت محسوب می شود و زاویه مخروط هر چرخدنده وابسته به تعداد دندانه های دو چرخدنده می باشد.
در چرخدنده های مخروطی مارپیچ (Spiral Bevel Gears) دندانه ها علاوه بر آنکه در راستای یال مخروط قرار گرفته اند، دارای انحنا نیز هستند و این انحنا باعث افزایش قابلیت انتقال قدرت و صدای کمتر به هنگام کار می شود.ولی ساخت این چرخدنده ها به مراتب دشوارتر است.
کاربرد
- مهندسی هوافضا
- صنایع خودرو سازی
- ماشین آلات
- دوچرخه
- اسباب بازی