乐筑天下

搜索
欢迎各位开发者和用户入驻本平台 尊重版权,从我做起,拒绝盗版,拒绝倒卖 签到、发布资源、邀请好友注册,可以获得银币 请注意保管好自己的密码,避免账户资金被盗
查看: 19|回复: 7

[编程交流] 如何计算三角的TAN

[复制链接]

52

主题

156

帖子

104

银币

后起之秀

Rank: 20Rank: 20Rank: 20Rank: 20

铜币
260
发表于 2022-7-5 18:14:57 | 显示全部楼层 |阅读模式
我搜索了论坛,试图找出这个问题。我怎样锻炼谭?
为什么AutoLISP甚至没有这个功能?
 
我曾尝试阅读过各种帖子,但都没有任何意义,很惊讶在这个论坛的搜索中没有找到一条帖子
 
我想做的就是算出三角形的另一边。
 
我有相邻的长度和角度,但有这么多弧度和度数以及其他垃圾,我就是无法让它工作。
 
当我使用计算器时,我会在一秒钟内解决它。但不能使用AutoLISP。
 
[img]https://www.cadtutor.net/forum/image/png;base64,Ivborw0kgoaaaansuheugaaacuaaaaekcaiaadshdmyaafnuleqvr4no2dz47usjfferwvquwehjcathqre9ysglrsecibtxal5faqmgk1vmaskupzpj5nqn5gvkjgjbzepvz08/hwqdhex4jribsnxmekruh6zpicdp4ybf+Hb00/3slqj7fvy0rupnhukkg2i5diqk2o7mbinubtudnzlgouiwzyfghgkisdgaujmodiu/j07bbbjliqko3a0gqzqqzqqzqo4 Qpetp2icaswqjidmbpggwg8pq8hteeiksbgq7sdrbbhb5sp6ohskirbycsh1ymiadidwlt8coeuqicwhzdixnkafenpkny4ciipggwghlibiacjpydoxqwsryejatgnLE2QAkafk6dghgkhkISDbgaUJMoDI0548vfvgUVG79/axpusx334vlsdbeuhkisdb0dknko3ajqbmzywuchaofju5kkngg1jnqsulmzfgriu1a75klmbzuawkkkxk6doggelkiyzgayimipkup07rbcjlarko7a0qqyqeqejh0iieqwaridwjoga4ju/hdhfeigsb2q4stzabr6sp2ohckrybybx6rmez7neege1doit8ntsumekxw6/w48+n0c9q2csszzzz T+SoyFPylDwdO8S+kifPXvjoMcuTZy+GS5Paa5Syvpyldwdo8SokrpzixHmzj2Fofvj7H9i9VwoyjpyVpyDowqe0LCMBpu2HDYKDRltvpnwcxbvBoj8pq8ju/HDrGL5M27D5Y7B9598EOWP1PDFBRBYCGOHS5SP6OHQlyFntoqlyFcPshn4SQ3AFSRZUZDPU3NDHRGQNKKXLKNO4DYLNJ8GJDVQJJJ0XIBIRXY76LS8UZI00RF5MM7KKXK6DOINJE6H+tuwf76RDcIWrwcj8OT/M7SICVPYDOXQ6WUWYDM8NBCRJDPU/CSANCI2TQOGAJJJtrcNPE/L05PB9OVBZNV8JFCEPI6VONL5+vxVkDVPn79arPn2/CFG7ARPN2 Q34i7prbt2qdwcpjzr3fhildqgcfuotijwe1oohgontcdvuenmu/rDUbXa1xPlT/539w6daj5cgqbijmbju45pebw/dohbJO7xuF3Ozi9We7FnV13sps+fBhHWLgHbnYCkOR0F34Q8JU/J07FD3CLxSZrZy2r96eRc34/vazrkwcemakarhzgnwuaekdjh7hfysepi4tfob3yiaql5ciedwc7pan8ozfccmcas23+u5gn5cl5onaiwyr2mlk4w5rtiz8tysvxf5ix3p80qn3suy6dnctpbt8vimnmtpgnfindoxq9wosebz60mzewleyhix9wlulo4sdnjgny2+seSp38hT8nTsEDdKgnX7J7fv+8PPYEF+Yr6+xals21etnuaqvnxlpmpeq8f4 DV/0D7DKSEKQDJH7HR4S8DNUBKJKRT9WP84DOXCJFASB00DS1TRZ4UGNLKNO4KBJ4SZM6IG8P/DMDGH7+NTI0QDkIpU8JU/J07FD3C5X5UUN+0Kmcf+mTwV2HGFaAAiT91GnpKnY4e4XeJWPpnl7fuP/mqrN+MnQrBELr2+l0bwrkmrym4heukqdjh7haoecezsvdum/efYhJ0vNF3X3wKHaXamy2qsS2+STV/eclvospbeqpetplxvz7cc+zmoftonj2ugc3ra2p1odnqylti5fu8wmtvzknjk/JU/j0vbbxh4tnijxzoru7fkxiytz0txr4l7we0itvpmdlvwrp6arp+TpYCH6D8KzbXHknt/l5eho8je HID3PNP1053+/2+C7+kEckiq+YekVPM8K6FKKXK6UOJJKLBUIV/ppK6CbiH/H4IwXKrWMnqpFVMSp6qdUSecj7pkSaRPRz/zwDo9PPX2Drn376bdc6/fa+egAX64XC1JQTzJrAfqEw1JyeoHs4O55NGRgHnk97aUWJs6DZ71G8OyesmYN/cl5nkdkh0xmt2tocgkamkbtr4dns+CMh2YFEQlJCnZR0lzl0GVzNfbwG1E5LEc/pWQ/B/CWA/ujnq7onhpuhftkoewqigkcf2/JUMD41F7sOh6vgq4uRb34IsTE17AcqU5Gn5Cl5ChGiX0/qV+a76yQu8iwOyfPtLGqeFq+6dqxb2hbenjnj2a/ujmkpcvdp+ic7xzsfje800cz5d5ci7i7 FHMPv2toh5imkfghklozbiqqimyhpcvpbwsxzz6n0m2zqjoglbwtrmpixgxpkkns8a9upijpyvpytfui7ipve5x5mzx2pvnnwav23crxhjkalo9r/A9UprK7QX4OyHbIU/J0pBBtoWhwuiaD1NJts6NLe/2.2。2。2。2。2。2。2。2。2。2。2。2。2。2。2。2。2。2。2。2。2。2。2。2。2。2。2。2。2。2。2。2。2。2。2。2。2。2。2。2。2。2。2。2。2。2。2。2。2。4。2。2。2。2。2。4。2。2。2。4。2。2。2。2。2。2。2。2。4。2。2。2。2。2。2。2。2。2。2。2。2。4。2。2。2。2。2。4。2。2。2。2。2。2。4。2。2。2。2。2。2。2。2。2。2。2。2。2。2。2。2。2。2。2。2。2。2。2。在8。H0VPZIWPXYI6GJMASEQCQEFFFVGC3IDFNIV9MULJBVYP18TD8EKUKKEXO24HTUOEKD9JHZQ+vxK0un6EXq6fMq9Zyl9X7/f72i5o79ymhfbuwfjtsnpypyldzdkpfvk4/3tkcriwillftik7tixbzkl14fzxvecrom3i6xzafn5gk8gcthimyhpb2mpyeqm2yxsk4/fzUkMvPh57d/fpmnhz1ha2lwffm1lfvp7ovws6ffv5q/3axnue/hvopztzy8umtnez15qvtyann83n5ko5yfn/pzd5dikkn5zslxdl3ynsh6mkmzjb5m27 D2K7WQGVILSJ41OOTZK+5fH+DOMSKTR0TDGDGWT3CUM086SNLV50UNEIRPZAR0JNRD2SFYDMOLQELOUFYFHP/alRc8Tc8DvbCTw27yVKYiT8lT8nSrRFZJajtanffethhPzTvEHoJi7axidEtoE3m6lkAwfGQ75Cl52kEiqyQ9O78wHblD1MwHQy3On6ZHtSflxaTkqUxFnpKn5GkFiYvO/ErS089fzX+6/E1c1BJc+ColqTiBiTzNe8LrQHbIU/K0j+R49aclnayS1P3P4FH/4inq82uqfanju/JU/KUPK0g+bf/+C/3md09hhqhsbadiwttyp6/HOskzcmJU9xeDp5SEW2Q56Sp91CnK8vgkpSf6I/f7GnCIItOHolT8lTtY7IU t/K0TohVKkmn5Ix/T569iG1bolPyFIqn03WkItshT8nTbiFWqSS1LVZSuti2HHyTp+spwkfkxlalcttlat525yzctzmycjpsxkwnx2yhfkupo0z4vzk0pxtyyepzgiteuqfkad0q21wstorfpostewekqfkaeuqq1esturfposptfwugoyqtyreuqevg4xv5l07fupq++cvh6fk8benpkn5cnk64iwwi6879hftop39nd2rwgyubpwscbes+n3sszfombifzsm+aaafpqrmttvvskpqqdybygihicze6t3sdrzo8lrb2fbmdt6crqa9t2zlptepotljrkm0a6hbht6hyxdc4wqvgnpkn/upmvzyfm4asbgq75cl5sp4ofmlvx7kbgqhintro0kpuperj6sp31clcubyeek jdtkkfkxk6qij4xatkquwltqd1mypabuqpeaox4ijfposptewekqfkquaiwan7wdvkquy1jyf8pciddwltxuggxkqu5gn5cl52 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 liqko2g0wtecl+JWm474+nb9x9dmFweju6rn06/xlbzdn6hb6cot9pjunjdsg3byfpyvc23pfe0xsonz15mszgkfqhpye37xe1n+/8av8ODkXTEkEvme3ew8elErVt05HIQkC2o7MbFPVidnI1O4AJqNk5HK4SrHz6/JX9++37j67w3//zv+1Lp5+/atrZND71h6K9fscmjk+lISDb0dkNinoxO7yaHcAEdOy4Y8/Y/8F4C9D5DHWOOCRA2XQ8T57ISGQHINVBPMKSUIGLTS+eGpQeHk4+PI37Z5YVR559YGFTUE4JO+QPKE3JHIU5MKPN0BT588E2FQ+ON0S1CSHNUABNW3K4XRUKL O1bsnp98ttkw8y0su3hfduhvogjazaangt30/avenmvsnynbxi645gjbiqko3a0oq8bwrnrvn0avawspkupjwp1bikibx2i4dg0xt9vd+rpxgswqjidmbpqp62tpn5pcoogytsjuai12pcv13yx0rokjhsbjZCMh2YGlCnra2c3Z+ka6xshzyd1wvzrt52l0icwhzdixnjkqbbfbecetslb2c8pr3s4749ax77+w76UebBfy07N+VBiuxfsbqS2beQpeaqW2254Oq3db+qoynlh/tNKyZCnvaVyEJAtgNLEyspQirsFwGWp5M3H8oCkQmkDjwfim3B3Qt2N1LbNvKUPFXLbWc8zZEsSLqH+fqssv65k6eyejdtwnleqffalmdpptydqa9uazm9/iekchqlydsx00iekcqlydydxxxxx PyVM3OWCGGT0H3CFJUPQSQCZSYB8I5GMTBSNPQFCJ8LSMIK/J013xdKrxMMixQgSRyEJAtgNLE1+Sg1TYLwJ5WmvbNs3PH2vz9Yn6YaclV9s2zs+/m/n5Y5I58nAK/dx2MD+/rZE6HK7GQkGT8em0+WGQAGNHP7IQKO3O7AA17KWOWG/CGqfTqbEvUO/9KYJWQK17JCnoDQhT2Uq8nR/PJ2z5zQRJ1DLTiueTtseBkmekqcyVd8E0kiF/SLA8vTycDz/9t3+3S6BWNBIU1CAKCYVC/X6A1B861BIDVJUATLXADHJYDNJWMKWLT2WQPVST27NT26ZP7RNTRPXQ4S0NNA4 F/OQPYUNPJWFGGWHLIZWYKLQ/9KKKWKQ 9T13Y1LTF7CCXQU6WP5P0YZDKKXKQU+NNJ32DPKARP1UKMZ5O3KB1DS0JTZRAQMF7E3MQKJGGGWHKYZBKTQUUE2B56AZMFPDXC7DXQMT+cGtx015+KKEHGKEUQeylRNE7AKJV7FJ09RSFZ5ALQQRFB67wpitxdbesplarkozg0wyxjydomdj5ulg5n61j8/Sk/OFl5Cl5KlPVTeBHCZRHSfK0qZ0invoq8rRCL+splarkox1pkjjjmtgw8rskrmztnwh3vmccpy5qq9sht0fpqp7kvnstjm0vhkarxjd4mxt6f2t9oht2uhintrpkkosdmbbrp5wkajdk49zh5ckot8lsmkiwqt9l0hpgnvstkazykh6nkkqu5umuers9iarp1ruka/p0rhhw1tljzlzljzl 1xL5xPWHYCSP2MU4EHAV075G375RAD+aTbJeBf/a+7BARJ06NLK3Y4PPWFGYN0W6QWWWQ2DCOTXEKIQR8NTBDNVIUDJ8GT2WQ1HEPSJHUSGKKYLKBVF0AVBKMVJUFGYNVQ7GAYYVLBH5CMCHDXTG2JTOZGSWQJIDRBVBLUKSQUS8HRBUSTTUEQ09X14ORV50G55KGS2C6W3WB7MALAQP4ISEWCPJCVD0FYTCZELNZAJLIQKO3IDONAXAQCCXMKIINXLZU3LY+PJ0APLMMPJWFGGYNVW3MFQGIU8RJAUE2VV3YDPIEHVZQZDIQKC2K6+YJO38FFPYFEASS2DPJ2SSCVPYDMCLV8CRZ6SP+RPWXDV7HSXYEJATPNQQ7TYVPYTJSNC73HHKNOPSEE 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 BNVQ5SBYTG5H3RNQS3NY+36QqrHpTgxPg+DMR31SN4ENQBERJTYVHBX2ZIV3JONDTVQNOCANUYJKCVQUXLZ5C8LSQBIK/RDTQ9ATU75GKSLSYVNZCJJFU/JiUvK0bkfdE1CzQ57WkZCnAjtNv0tbiknJ07oddU9AzQ55Wk1ShFTyVBZCTkfbi0nJU7XcdsBTWym1en+UOIFWWPL374FFRU/fwsZpknud8yS+//V7AI7KD1HJZCOMODOL72RGOQIDQJPGZ0S9NJ4GMDV7L47+6l/JbJOC/bRU70OPT4M/Ilh+L7NAASMQHJJZAFYTJOT5VY00NGAZ2/Er+1fqn0gRu4vF+0PAWELVBASQRHEB31KYLDXVY2PPL081DHOWJ3JSOSUKE8DTOH4HGPZ2/Er 51EFSK1QJSVK5KNARNTJKCNT+/BMFYTZFYLCZCNFUJESNOIGVHX6W/xsWk5Klabvvj6ZQxPUppAuTpSiNPBSHYEihMO7A0IU+b2old33efIJ2gKnm6IslBKnlaFMKWZ9yTp+RPUZJEIN/Xn5/+n3ydEVCnma2rD2pRzEpeaqW2755app7RtU/tUqerktWkUqepkOY57nWzKTkKXna1E5mPX+QqrFB6/KTIk/TEvI0EcKP86ShDJHtwNKEPG1qp+j+qNVpp2/u8/jskjrsydngco6yldxtbyc8rskr3w8aayt5sp5w4gnw6lbtidixnynomdrbfv++eCiBP4/trhknkqq0huqjfnja1q55wkw8hpoidks8jtrcopjdomdsjtlyve8v SQ+pN5qnFqGBPArSzRUWekqfkaYGEPL2WxvUBaRWeuntzxwRkKvKUPCVPyyRBpN40ngYP7fP3JHuS3u/ipgxx3nsxrcp5sp6q2sfpm0tuoe8tj0kzqcrsu4/f42tZoYJ/l3S5Cl5qmZnMJ6e3L5f1H6+8yuCZJ7nxf/ce/i4tBccO5kS+/imWMsMYZ7nw+hkpwpszcph6vtz1y4jyfs3acinfsno5obtgjdhol4o/zVbZtyPFp8Odl3+PTzFmgCuZDmed5np88e/H2/Ufzd3C2nsvD0S/f00lApuL4dH/j08vD0f3tX50C1SRgS1BZf0qe/pcuzdxytm37z786ci055m5fpzdlzlzwlt3xsjo7qt0ybsp5kjitedszwbskrshyn3q7bxzyzyzy SBP/2YnRzOUp/QRkKvJ0NzxNwDQByok8lUn2ylPxM+6LQpjn+fJwXNSj+JNLBkcB5Cl52tqOuysuikzcw/9g/Ql5KpS4oeyAp+6YVIGnZkAKlcB2FXm6D57ao6Vg/UmCthN5Kpbshqf+0X1rnk5/HfI/ff4kiyfakvj0hzy1rexiykgn8jr96qcwnbf5ojlihznsfokojydfrqzylozx7o/8uQpedrUjh1+uuf3w4ghzqwsp3ljudxnx3fs46np6oz8wl7hxzz1zb8ckkvavm79n5tw3+sad5sydnnehphqdznuxavnzgt8l5ukfhrdkoclu5oln4+nksnkmcwlnt8ntdykt4uksrv4aqiz9fxn5xeluqjzdxd3hknte2nrywpnm3ydyd4 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
191502c4p3uupzsy5bnmpl.jpg
回复

使用道具 举报

8

主题

1133

帖子

1164

银币

初来乍到

Rank: 1

铜币
10
发表于 2022-7-5 18:30:40 | 显示全部楼层
I tried to Google your problem, and the first one was this site.
 
I am sure there are many more sources of information.
 
P.S. if you are using whole angles, the hypotenuse length is 662.03
回复

使用道具 举报

52

主题

156

帖子

104

银币

后起之秀

Rank: 20Rank: 20Rank: 20Rank: 20

铜币
260
发表于 2022-7-5 18:36:25 | 显示全部楼层
thanks, yeah i saw that. Just can't get any of the code to work the way i want it to. I know the info is there, I just don't understand why my code doesn't work
回复

使用道具 举报

rlx

21

主题

1505

帖子

1551

银币

初露锋芒

Rank: 3Rank: 3Rank: 3

铜币
81
发表于 2022-7-5 18:41:47 | 显示全部楼层
See this one : https://forums.autodesk.com/t5/visual-lisp-autolisp-and-general/sin-cos-tan/td-p/868027
 
 
(btw radians instead of degrees)
 
gr. Rlx
回复

使用道具 举报

114

主题

1万

帖子

1万

银币

中流砥柱

Rank: 25

铜币
543
发表于 2022-7-5 18:52:27 | 显示全部楼层
Using my Trigonometric Functions:
 
  1. _$ (* 600.0 (tan (* pi (/ 25.0 180.0))))279.785
回复

使用道具 举报

52

主题

156

帖子

104

银币

后起之秀

Rank: 20Rank: 20Rank: 20Rank: 20

铜币
260
发表于 2022-7-5 18:58:51 | 显示全部楼层
Ok, I think I have it sorted out. I don't understand why this works exactly or even understand the formula but this is how to work out the opposite side of a right angled triangle when you know the adjacent side and angle
 
  1. [color=red]([/color][color=royalblue]setq[/color] AngInDegrees[color=seagreen] 25[/color][color=red])[/color][color=gray]; In this example, I set the angle to 25 degrees (not radians)[/color][color=red]([/color][color=royalblue]setq[/color] SIDE [color=seagreen]600[/color][color=red])[/color][color=gray]; In this example I set the opposite side to 600mm)[/color][color=red]([/color][color=royalblue]setq[/color] AngInDegrees-90 [color=red]([/color][color=royalblue]-[/color] AngInDegrees [color=seagreen]90[/color][color=red]))[/color][color=gray];I then minus 90 from the the 25 [/color] [color=red]([/color][color=royalblue]setq[/color] c [color=red]([/color][color=royalblue]/[/color] SIDE [color=red]([/color][color=royalblue]sin[/color] [color=red]([/color][color=royalblue]*[/color] AngInDegrees-90 [color=red]([/color][color=royalblue]/ pi [/color][color=seagreen]180[/color][color=red])))))[/color][color=gray];Do some formula[/color] [color=red]([/color][color=royalblue]setq[/color] b [color=red]([/color][color=royalblue]sqrt [/color][color=red]([/color][color=royalblue]-[/color] [color=red]([/color][color=royalblue]*[/color] c c[color=red])[/color] [color=red]([/color][color=royalblue]*[/color] SIDE SIDE[color=red]))))[/color][color=gray];Do some formula[/color]
What you end up with is a triangle where the opposite side equals 279.78mm. The value of SETQ b = 279.78mm
 
So it works and if you need to work out this type of triangle this formula will work. Just replace the variable names to suit your own needs.
 
I wrote all that out so if someone searches for it i the future it may be helpful....and someone might even find it from a google search
回复

使用道具 举报

52

主题

156

帖子

104

银币

后起之秀

Rank: 20Rank: 20Rank: 20Rank: 20

铜币
260
发表于 2022-7-5 19:07:03 | 显示全部楼层
thanks Lee, you posted as I was writing my last response. i will have to look at that. Than ks everyone.
回复

使用道具 举报

114

主题

1万

帖子

1万

银币

中流砥柱

Rank: 25

铜币
543
发表于 2022-7-5 19:18:31 | 显示全部楼层
 
Your code is essentially calculating the length of the hypotenuse using the known adjacent side & angle, and then using Pythagoras' Theorem to calculate the remaining unknown side length.
 
You can omit the subtraction of 90 degrees by simply replacing sin with cos.
回复

使用道具 举报

发表回复

您需要登录后才可以回帖 登录 | 立即注册

本版积分规则

  • 微信公众平台

  • 扫描访问手机版

  • 点击图片下载手机App

QQ|关于我们|小黑屋|乐筑天下 繁体中文

GMT+8, 2025-3-12 19:52 , Processed in 0.408247 second(s), 71 queries .

© 2020-2025 乐筑天下

联系客服 关注微信 帮助中心 下载APP 返回顶部 返回列表