Enter the values to calculate the gear ratio of gears that based on their tooth count.
"The ratio between the rotational speed of the very last and the preliminary equipment"
The tools ratio communicates the diploma of pace alteration and the torque variation skilled via the output tools inside the device. It allows you to know how rapid your car can move in every tools at different engine RPMs for top performance.
Below are the gear ratio equations to calculate the gear ratio so, observe those for manual calculation.
permit’s have a observe the relative equations that you can use to calculate the equipment ratio as it should be.
method # 1: The expression relates the circumference of the enter gear to that of the output gear.
Gear Ratio = (π * Diameter of Input Gear)/(π * Diameter of Output Gear)
method # 2: while best diameters is understood:
Gear Ratio = (Diameter of Input Gear)/(Diameter of Output Gear)
method # 3: while Radius is known:
Gear Ratio = (Radius of Input Gear)/(Radius of Output Gear)
method # 4:whilst the circumference of input and the circumference of Output quantity of gear tooth are taken into account:
Gear Ratio = (Input Gear Teeth Number * (Gear Thickness + Teeth Spacing)) / (Output Gear Teeth Number * (Gear Thickness + Teeth Spacing))
method # 5: For easy walking of the equipment, the thickness of each tooth along with spacing ought to be the identical. that is why we will vanish those parameters from the above equation:
Tools Ratio = enter equipment tooth variety / Output equipment enamel number
Think -gear device wherein the pinnion gear has fifty two teeths and other ring tools includes 14 teeths. So, discover that what is the ratio between pinnion gear and ring equipment. answer:
Equipment Ratio = input variety of tools enamel / Output quantity of gear tooth = fifty two / 14 = 3.71:1
So, it's miles determined that 3.71:1 ratio is concluded for the quantity of tooth in which every gear needs to supply a desired output speed or torque.
DIAMETER |
GEAR RATIO | |||||||||||||||||
25" | 2385 | 2568 | 2682 | 2804 | 2892 | 2988 | 3101 | 3259 | 3416 | 3590 | 3730 | 3984 | 4263 | 4482 | 4621 | 4700 | 4988 | 5390 |
26" | 2293 | 2470 | 2579 | 2696 | 2780 | 2873 | 2982 | 3133 | 3284 | 3452 | 3587 | 3830 | 4099 | 4309 | 4444 | 4519 | 4796 | 5183 |
27" | 2208 | 2378 | 2483 | 2597 | 2677 | 2766 | 2872 | 3017 | 3163 | 3325 | 3454 | 3689 | 3947 | 4150 | 4279 | 4352 | 4619 | 4991 |
28" | 2129 | 2293 | 2395 | 2504 | 2582 | 2668 | 2769 | 2909 | 3050 | 3206 | 3331 | 3557 | 3806 | 4001 | 4126 | 4196 | 4454 | 4813 |
29" | 2056 | 2214 | 2312 | 2417 | 2493 | 2576 | 2674 | 2809 | 2945 | 3095 | 3216 | 3434 | 3675 | 3863 | 3984 | 4052 | 4300 | 4647 |
30" | 1987 | 2140 | 2235 | 2337 | 2410 | 2490 | 2584 | 2715 | 2846 | 2992 | 3109 | 3320 | 3553 | 3735 | 3851 | 3917 | 4157 | 4492 |
31" | 1923 | 2071 | 2163 | 2261 | 2332 | 2409 | 2501 | 2628 | 2755 | 2896 | 3008 | 3213 | 3438 | 3614 | 3727 | 3790 | 4023 | 4347 |
32" | 1863 | 2007 | 2095 | 2191 | 2259 | 2334 | 2423 | 2546 | 2669 | 2805 | 2914 | 3112 | 3331 | 3501 | 3610 | 3672 | 3897 | 4211 |
33" | 1807 | 1946 | 2032 | 2124 | 2191 | 2263 | 2349 | 2469 | 2588 | 2720 | 2826 | 3018 | 3230 | 3395 | 3501 | 3561 | 3779 | 4083 |
34" | 1754 | 1889 | 1972 | 2062 | 2126 | 2197 | 2280 | 2396 | 2512 | 2640 | 2743 | 2929 | 3135 | 3295 | 3398 | 3456 | 3668 | 3963 |
35" | 1704 | 1835 | 1916 | 2003 | 2065 | 2134 | 2215 | 2328 | 2440 | 2565 | 2664 | 2845 | 3045 | 3201 | 3301 | 3357 | 3563 | 3850 |
36" | 1656 | 1784 | 1862 | 1947 | 2008 | 2075 | 2154 | 2263 | 2372 | 2493 | 2590 | 2766 | 2961 | 3112 | 3209 | 3264 | 3464 | 3743 |
37" | 1611 | 1735 | 1812 | 1895 | 1954 | 2019 | 2095 | 2202 | 2308 | 2426 | 2520 | 2692 | 2881 | 3028 | 3123 | 3176 | 3370 | 3642 |
38" | 1569 | 1690 | 1764 | 1845 | 1902 | 1966 | 2040 | 2144 | 2247 | 2362 | 2454 | 2621 | 2805 | 2948 | 3040 | 3092 | 3282 | 3546 |
39" | 1529 | 1646 | 1719 | 1798 | 1854 | 1915 | 1988 | 2089 | 2190 | 2302 | 2391 | 2554 | 2733 | 2873 | 2962 | 3013 | 3198 | 3455 |
40" | 1491 | 1605 | 1676 | 1753 | 1807 | 1867 | 1938 | 2037 | 2135 | 2244 | 2331 | 2490 | 2664 | 2801 | 2888 | 2937 | 3118 | 3369 |
41" | 1454 | 1566 | 1635 | 1710 | 1763 | 1822 | 1891 | 1987 | 2083 | 2189 | 2275 | 2492 | 2599 | 2733 | 2818 | 2866 | 3042 | 3287 |
42" | 1420 | 1529 | 1596 | 1669 | 1721 | 1778 | 1846 | 1940 | 2033 | 2137 | 2220 | 2371 | 2538 | 2668 | 2751 | 2798 | 2969 | 3208 |
43" | 1387 | 1493 | 1559 | 1630 | 1681 | 1737 | 1803 | 1894 | 1986 | 2087 | 2169 | 2316 | 2479 | 2606 | 2687 | 2733 | 2900 | 3134 |
44" | 1355 | 1459 | 1524 | 1593 | 1643 | 1698 | 1762 | 1851 | 1941 | 2040 | 2119 | 2263 | 2422 | 2545 | 2626 | 2670 | 2834 | 3063 |