Dynamic siumlation of high speed machining

碩士 === 國立中正大學 === 機械系 === 89 === While cutting a complicated surface, we always use a large amount of NC codes to approximate it. Hence, how to verify the validity of NC codes is an important question. If discovered the inaccuracy of NC codes until the end of cutting, it would waste time and the exp...

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Main Author: 丁健祐
Other Authors: Hong-Tzong Yau
Format: Others
Language:zh-TW
Published: 2001
Online Access:http://ndltd.ncl.edu.tw/handle/05500558948061853817
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spelling ndltd-TW-089CCU004890512016-07-06T04:10:03Z http://ndltd.ncl.edu.tw/handle/05500558948061853817 Dynamic siumlation of high speed machining 高速切削下之NC動態模擬 丁健祐 碩士 國立中正大學 機械系 89 While cutting a complicated surface, we always use a large amount of NC codes to approximate it. Hence, how to verify the validity of NC codes is an important question. If discovered the inaccuracy of NC codes until the end of cutting, it would waste time and the expense of material. Therefore, a suit of dependably simulative model can demonstrate the path and the appearance after cutting. Moreover, adding the simulation of single tool path for users to examine the cutting directions could more clearly search for the problem of NC codes for further improvement. Additionally, compared the CAD model with the data after simulation, it is easy to find the tiny error. Furthermore, to add the dynamic errors of machining center while cutting simulation, the model after simulation will be more similar with the real products after actual cut. Taking advantage of the error data could provide users the information to determine if decrease the feed rate of cutting to maintain the demanding cutting validity. Moreover, using the data after error analysis could pick out the under-cutting area. Thus, it could use a small tool to remove the residue to make the model fit the original design. However, due to the limitation of ball-cutter, it''s always has under-cutting area. We find the tool path according to the model’s features to totally clean the under-cutting area. Hong-Tzong Yau 姚宏宗 2001 學位論文 ; thesis 94 zh-TW
collection NDLTD
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sources NDLTD
description 碩士 === 國立中正大學 === 機械系 === 89 === While cutting a complicated surface, we always use a large amount of NC codes to approximate it. Hence, how to verify the validity of NC codes is an important question. If discovered the inaccuracy of NC codes until the end of cutting, it would waste time and the expense of material. Therefore, a suit of dependably simulative model can demonstrate the path and the appearance after cutting. Moreover, adding the simulation of single tool path for users to examine the cutting directions could more clearly search for the problem of NC codes for further improvement. Additionally, compared the CAD model with the data after simulation, it is easy to find the tiny error. Furthermore, to add the dynamic errors of machining center while cutting simulation, the model after simulation will be more similar with the real products after actual cut. Taking advantage of the error data could provide users the information to determine if decrease the feed rate of cutting to maintain the demanding cutting validity. Moreover, using the data after error analysis could pick out the under-cutting area. Thus, it could use a small tool to remove the residue to make the model fit the original design. However, due to the limitation of ball-cutter, it''s always has under-cutting area. We find the tool path according to the model’s features to totally clean the under-cutting area.
author2 Hong-Tzong Yau
author_facet Hong-Tzong Yau
丁健祐
author 丁健祐
spellingShingle 丁健祐
Dynamic siumlation of high speed machining
author_sort 丁健祐
title Dynamic siumlation of high speed machining
title_short Dynamic siumlation of high speed machining
title_full Dynamic siumlation of high speed machining
title_fullStr Dynamic siumlation of high speed machining
title_full_unstemmed Dynamic siumlation of high speed machining
title_sort dynamic siumlation of high speed machining
publishDate 2001
url http://ndltd.ncl.edu.tw/handle/05500558948061853817
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