还是梯形丝杆提升计算问题哈
上次发了梯形丝杆的帖子http://www.cmiw.cn/thread-1069888-1-1.html然后大家建议去机械设计手册里去看怎么计算。然后又有不了解的地方,又来请教各位大佬:lol这我把设负载重量为1.5吨,螺杆移动速度8mm/s,
计算出螺纹中径d2≥16.8,遂取Tr26*5,导程5mm,中径d2=23.5,D4=26.5mm,D3=20.5mm。
螺母的转速n=v*60/Pb=8*60/5=96r/min
螺纹摩擦力矩Mt1=28539 N.mm=28.5N.m
则驱动功率P1=Mq*n/9550000=28539*96/9550000=0.28KW。(其他螺杆、螺纹强度都核算过强度够。)
现在根据这些怎么来选电机,这个力矩很大28.5N.m。功率又很小。
选择4级1500rpm,普通三相异步电机0.75KW,额定扭矩才2.3,还要减速比15才满足负载转速要求(1500/15=100rpm),负载扭矩/15=1.9N.m<2.3N.m,这样是不是这个电机搞个减速比15才满足要求,大佬们帮忙看看这个过程
按这个THK的来 选0.37KW的减速电机就行。下面是精研电机的资料。data:image/png;base64,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
很有用 液压马达需要配泵站。噪音很大,不建议。电机品牌叫精研。可以上网搜一下。 逻辑有点混乱,推荐步骤
1.确定工况功率FV
2.根据牛顿第一定律确定所需驱动力
3.根据螺杆转矩-推力(驱动力)T-F公式计算所需扭矩(T形摩擦副 需要*0.3传递效率)
4.根据速度-导程定最大减速比
5.根据扭矩 定最小减速比
6.根据以上计算参数选择电机功率及合适的减速比 这么说吧,你功率错的,因为效率就20%,你的机械手册效率95%的,看的是滚珠丝杆吧,你搞错了 本帖最后由 来自何方 于 2024-4-24 11:39 编辑
这么说吧我用的THK和米思米上的算法,它50轴径的丝杆,有效直径46,导程8,导程角3°10′,动态容许推力50100N,螺母材料为黄铜,与钢摩擦系数μ=0.21;这款螺母当量摩擦角大于导程角,自锁的;然后算出来基础面压力P=2.93N/mm2;V滑动速度=8.68m/min,对比PV的图片没超过线条,说明没有异常磨损;然后用效率公式就只有0.206,这时候算扭矩T=F*Pb/(2π*0.206)=92.7Nm;然后功率呢就按P=FV=mgV,此处忽略了负载加上丝杆加速的扭矩,也就是说对启动时间没有太大要求;因为我不知道你丝杆多长,有没有节拍要求;功率P=120W,再来个安全系数,然后一般电机转速按1400r/min,我用的导程8mm的,所以就是60r/min;速比在23.3,速比选在20,这时候就要看减速箱能不能承受92.7Nm力了,这个取决于你用哪种减速机,还有就是20速比能不能输出大于92.7NM;用P=T*N/9550,P要在0.62KW以上,然后以SEW-R系列的的DRE斜齿轮减速机为例我就会选0.75kw,输出速度61r/min,输出扭矩118,符合要求,但是呢,如果是我我肯定选1.1KW甚至1.5KW,输出大于60r/min的减速机,因为你安装会很完美,没有外部阻力?确定不需要选大点的功率,增大惯量,启停时间合适?另外这种电机还要看使用系数fb满不满足工况。以上就是我个人见解,有什么问题请指教。 来自何方 发表于 2024-4-24 11:27
这么说吧我用的THK和米思米上的算法,它50轴径的丝杆,有效直径46,导程8,导程角3°10′,动态容许推力501 ...
首先感谢您的回答和耐心,(F=15000N,V=8mm/s)有几个问题:1、丝杆的直径是怎么选出来的.Tr50*8
(我根据机械设计手册算出d2(螺纹中径)≥0.8*根号(F/(ψ*Pp))=16.8,遂取Tr26*5,导程5mm,中径d2=23.5,D4=26.5mm,D3=20.5mm。
2、如果我按你选的Tr50*8,根据机械设计手册内公式T=0.5*d2*F*tan(λ+ρ′)=51.5N.m,这个和THK和米思米的算法差别很多,哪个地方出了问题。
3、如果我直接用梯形丝杆升降机,他们的算法又困扰我很多。厂家给的是型号SWL5(Tr40*7)最大起升力50KN,蜗轮蜗杆速比1:24,说要配2.2KW电机。
本帖最后由 来自何方 于 2024-4-24 22:58 编辑
我用的方式是作为使用者来算的,就是供应商提供的自己的标准方式,它是由它们自己的真实实验数据来的,最主要的是把使用寿命考虑在内的,就是螺母和丝杆间的压强和速度关系;而机械手册是从设计角度来算的,它一定意义上,没有考虑磨损,就是没有考虑寿命,只考虑能用,而丝杆同材料下增加寿命最粗暴的做法就是加粗直径。我实话实说对于这些丝杆,齿轮,导轨,轴承,减速机之类的我从来不看机械手册的,只看供应商的样本,有些供应商提供的样本中会把真实的数据写在里面,每家工艺有区别,相应承载力会有区别,按机械手册来我觉得是个笑话。
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