dude Posted June 8, 2013 Posted June 8, 2013 I have been here before regarding help with this type of question and I hope someone can help. I have shape in 3D and I can give you the End View (Front if you want) and the Side view. In both views it is a trapezoid. I am looking for the Cy (vertical) component specifically. The drawing should be attached. Thank you for any help you can give me. Quote
ReMark Posted June 8, 2013 Posted June 8, 2013 Create a 3D solid from your profiles then run the MASSPROP command on it. I think centroid is one of the outputs you'll get. If not there are any number of custom lisp routines that will find the centroid. Quote
dude Posted June 8, 2013 Author Posted June 8, 2013 I have Mac LT. I don't think I can do any of that. I am 2D only. Quote
ReMark Posted June 8, 2013 Posted June 8, 2013 Sorry about that. Maybe someone here can do it for you and report back the results. Quote
BlackBox Posted June 8, 2013 Posted June 8, 2013 I have Mac LT. I don't think I can do any of that. I am 2D only. FWIW - As a student (the OP looks like a homework problem), you can access full AutoCAD for free. Quote
hmsilva Posted June 8, 2013 Posted June 8, 2013 Try to open this dwg, the centroid is a point... Henrique Solid_Centroid.dwg Quote
dude Posted June 8, 2013 Author Posted June 8, 2013 Thanks hmsilva. I can open it in LT 2012 for Mac but it took some drawing to get 22.1157" for the Z (vertical component). Dimensioning in three dimensions does not work on my LT. Also guys, I get this every time I post but I am not working on homework. Thanks again everyone! You all always come through! Now I have to figure out how to arrive at this on paper for this type of shape. I was close but not exact and that is just unacceptable. Quote
dude Posted June 9, 2013 Author Posted June 9, 2013 (edited) I found a formula on Wolfram's site. Finally. When I do the math I get 21.98". My shape doesn't exactly fit the parameters but it is dang close and will do just fine! Can someone double check the above DWG file and make sure my 22.1157". Just making sure my 2D backwards measuring is correct. Many thanks again! Linke to Wolfram's site. http://mathworld.wolfram.com/PyramidalFrustum.html I understand this is not a right Pyramidal Frustrum but it close. I would have suspected it to be so far apart. I had estimated 21.857" my self from the side view. Edited June 9, 2013 by dude Added Wolfram Link Quote
BlackBox Posted June 9, 2013 Posted June 9, 2013 Also guys, I get this every time I post but I am not working on homework. Fair enough... Just thought I'd throw it out there. Quote
dude Posted June 9, 2013 Author Posted June 9, 2013 Fair enough... Just thought I'd throw it out there. No worries. I get that a lot. I just happen to like solving complicated problems that are useless in nature. Since every in here draws in 3D, it allows me to get a numerical check. Quote
hmsilva Posted June 9, 2013 Posted June 9, 2013 (edited) Thanks hmsilva. I can open it in LT 2012 for Mac but it took some drawing to get 22.1157" for the Z (vertical component). Dimensioning in three dimensions does not work on my LT.... dude, I do not use "LT", but "LT" don't have the "ID" command? ... Can someone double check the above DWG file and make sure my 22.1157". Just making sure my 2D backwards measuring is correct. ... dude, I built the 3d object with the dimensions you attached, and the centroid was not calculated by me, I wrote a routine to extract the object "Centroid" property (as you can see in the attached image), and "entmake" a point object at those coordinates. Attached is also a dwg with some dimensions and some coordinates, I hope that helps. Henrique Solid_Centroid_1.dwg Edited June 9, 2013 by hmsilva Quote
neophoible Posted June 12, 2013 Posted June 12, 2013 Looks like the formulae at Wolfram don't exactly apply, probably because the slope is inward on all four sides. BTW, MASSPROP yielded: ---------------- SOLIDS ---------------- Mass: 11016.0000 Volume: 11016.0000 Bounding box: X: 0.0000 -- 5.0000 Y: 0.0000 -- 64.0000 Z: 0.0000 -- 51.0000 Centroid: X: 2.5000 Y: 32.0000 Z: 22.1157 Moments of inertia: X: 22420878.4000 Y: 7722758.3000 Z: 14862241.5000 Products of inertia: XY: 881280.0000 YZ: 7796064.0000 ZX: 609067.5000 Radii of gyration: X: 45.1143 Y: 26.4773 Z: 36.7308 Principal moments and X-Y-Z directions about centroid: I: 5752502.8306 along [1.0000 0.0000 0.0000] J: 2265916.7306 along [0.0000 1.0000 0.0000] K: 3513007.5000 along [0.0000 0.0000 1.0000] Quote
dude Posted June 12, 2013 Author Posted June 12, 2013 You all have given me a lot to study to create a model for this. Thank you to everyone! Quote
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