兩道關(guān)于公差簡單的題,，大家可以測試一下

aysuio

ValleyViews 發(fā)表于 2015-10-8 02:22
! P9 t: D+ x- t7 T四海之內(nèi)皆兄弟也,。
6 {- {6 t% r" V5 y0 n: Q9 HTalking about your explanation, I think that every sent ...

大俠,，多謝跟我討論這個問題,。：D 小弟聯(lián)系方式已經(jīng)站內(nèi)信PM大俠

As for the problem of line element, I still consider it as a 2D element. I may misunderstand something. I will appreciate your instruction if you can give me more explanation about it.

1 W3 P6 H/ h4 N/ V, H1 O. YI just got an idea about this problem. Did you want to tell me that the line elements measured in the actual components can be torqued or twisted, so they may have 3 dimensions?

wjiafu72

好好學(xué)習(xí)下,。

ValleyViews

/ C2 V- Z/ v' R8 P3 h

aysuio 發(fā)表于 2015-10-8 02:47
1 F5 I5 x( P, q0 x大俠，多謝跟我討論這個問題,。：D 小弟聯(lián)系方式已經(jīng)站內(nèi)信PM大俠
) ?4 v/ T1 s8 b+ [# B% W! XAs for the problem of line eleme ...

我個人很喜歡這個帖子,，其問題本身的重要性暫時可以超過其結(jié)論。還希望樓主大俠幫助我和大家共同學(xué)習(xí)提高,。
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Put it in this way, one single line element in a specified view could be considered as a 2d line, but multiple line elements in same view and in certain interval can establish a cluster of lines that can be considered as a kind of 3d image. Furthermore, multiple cross line elements in front view and side view can set up a net construction image that will be able to describe the flatness well enough. That's why some persons think that the new version Y14.5 would regulate the cross views straightness equal to flatness of a planar surface.

aysuio

ValleyViews 發(fā)表于 2015-10-8 16:07
我個人很喜歡這個帖子,，其問題本身的重要性暫時可以超過其結(jié)論,。還希望樓主大俠幫助我和大家共同學(xué)習(xí)提高 ...

, J: h' }; |( z0 tNow I understand your explanation of 3D. Thanks a lot
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郝奇吾乃

頭疼

行勝于言

我怎么覺得0.6還好理解,。兩條直線可以決定一個平面，但平面可以上下浮動啊

深圳JO

luxiang821 發(fā)表于 2015-10-4 10:31
我明白你意思了,，假定孔相對A垂直度為零,，
孔處于最大實(shí)體狀態(tài)為30，
# ~" G/ Y& v* n孔心距20,，位置度要求為零,，考慮到 ...

贊一個

ValleyViews

aysuio 發(fā)表于 2015-10-7 05:02
Hi, Valleyviews,

' B3 X" e( [/ O" V/ H8 gYou were saying the fig in Y14.5-2009. And yes, it is talking about this problem ...

- W5 w% a6 C" W/ X5 aThink about this problem really helps. I have to say that thank you for your good job. Have a nice weekend,

設(shè)計夢想

第一題，應(yīng)該是考慮了最大的尺寸界限,，兩直線度的公差要求,，顯然要小于尺寸公差，取最大,，故是0.6,，第二題，4.6,；相對C基準(zhǔn)的尺寸,，只有20，以及位置度要求的偏差,，減去孔的最大半徑,，可得4.6

usuallyto

學(xué)習(xí)啦