1、2/10/202312/10/202322/10/20233bacdabcdZZbc2/10/20234acbdooabcd2/10/20235abcacbmm2/10/202362/10/20237abcabckk20242/10/20238abcdeebcdakk2/10/20239abcdbcdamm112/10/202310abcabcmm30012/10/202311abcabcdfeefd202/10/202312abcabckkmnnm2/10/202313abcdabcdnnkkmmpv2/10/202314abcabcdefgdefgmnmn2/10/202315abccba
2、mmnnabccabmmnn2/10/202316ababmm2/10/202317alcalcdefdefkkmmbb2/10/202318abamkmkcc11b2/10/202319abdeabdekk1122ccpv2/10/202320abcabckkllfeef2/10/202321cabddcabmmkkPV2/10/2023222/10/202323ZAYBYAZBYBYAZAZBabbaa1b1baHV1H1V直线实长直线实长直线实长直线实长2/10/202324ZCababccXZBZBZAZAa1b1HV1ZCc1d1dd2/10/202325abcdabcda1b1c1
3、d1VHH1H1V2V2/10/202326ababccXZBZBZAZAa1b1HV1ZCZCc1V1H1ZABZABY1CY1C(a1)b1c1C点到点到AB的距离的距离2/10/202327ababcca1b1c1k1kka2b2c2HVH1VH1V12/10/202328abcabcmnnmkkk12/10/202329abcdaa1a2b2m2bb1cc1dd1c2d2k2m1k1kmkmVHHV1V1H22/10/202330Xababddccea1b1c1d1ee1H1V1C1-d1的中垂线的中垂线2/10/202331Xdccabd300300此时无解此时无解V1H1c1(d1
4、)bb1a2/10/202332abcdabdcVHa1 b1c1d1HV12/10/202333b1f1d1e1H1V1dfeabdf eabXOa1b01a01b0a0b0a02/10/202334OXbacacb2/10/202335V1H1c1b1OXbacacbV1H2a1a2b2c2kk三三角角形形内内BC的的中中垂垂线线2/10/202336ZAB(a1)b1ZBZCZDZAababccXddZABY1CYDYDV1H1Y1CC点到点到AB的公垂线的公垂线ZAZBa1b1HV1ZCZDc1d1c1d1f1e1f1e1efef 2/10/202337PQQPP1Q1Q2P2VW1W
5、1V2WV2/10/2023382/10/2023392/10/2023402/10/202341aaabbb(c)(c)c2/10/202342aaa(c)c(c)2/10/2023432/10/2023442/10/2023452/10/2023462/10/2023472/10/2023482/10/2023492/10/2023502/10/2023512/10/2023522/10/2023532/10/2023542/10/2023552/10/2023562/10/2023572/10/2023582/10/2023592/10/2023602/10/2023612/10/202
6、3622/10/202363P40-22/10/2023642/10/2023652/10/2023662/10/2023672/10/2023682/10/2023692/10/2023702/10/2023712/10/2023722/10/2023732/10/2023742/10/2023752/10/2023762/10/2023772/10/2023782/10/2023792/10/2023802/10/2023812/10/2023822/10/2023832/10/2023842/10/2023852/10/2023862/10/2023872/10/2023882/10/2
7、023892/10/2023902/10/2023912/10/2023922/10/2023932/10/2023942/10/2023952/10/2023962/10/2023972/10/2023982/10/2023992/10/20231002/10/20231012/10/20231022/10/20231032/10/20231042/10/20231052/10/20231062/10/20231072/10/20231082/10/20231092/10/20231102/10/20231112/10/20231122/10/20231132/10/20231142/10/
8、20231152/10/20231162/10/20231172/10/20231182/10/20231192/10/20231202/10/20231212/10/20231222/10/20231232/10/20231242/10/20231252/10/20231262/10/20231272/10/20231282/10/20231292/10/20231302/10/20231312/10/20231322/10/20231332/10/20231342/10/20231352/10/20231362/10/20231372/10/20231382/10/20231392/10/
9、20231402/10/20231412/10/20231422/10/20231432/10/20231442/10/20231452/10/20231462/10/20231472/10/20231482/10/20231492/10/20231502/10/20231512/10/20231522/10/20231532/10/20231542/10/20231552/10/20231562/10/20231572/10/20231582/10/20231592/10/20231602/10/20231612/10/20231622/10/20231632/10/20231642/10/
10、20231652/10/20231662/10/20231672/10/20231682/10/20231692/10/20231702/10/20231712/10/20231722/10/20231732/10/20231742/10/20231752/10/20231762/10/20231772/10/20231782/10/20231792/10/2023180mmmd：dmmmd：dmmmz：dmmm，zzamfa5.465.260254183.311132218/602/211111121小齿轮齿根圆直径小齿轮齿顶圆直径小齿轮分度圆直径取模数查书上表2/10/20231812/10/20231824343sin2/6.32.1334/tan2111212101211：RmzRmhhmhhzzffaa同理算出2/10/20231832/10/2023184谢 谢！此课件下载可自行编辑修改，此课件供参考！此课件下载可自行编辑修改，此课件供参考！部分内容来源于网络，如有侵权请与我联系删除！部分内容来源于网络，如有侵权请与我联系删除！
