Details of Machine Tool Design
Details of Machine Tool Design
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In our eReader you can find the full English version of the book. Read Details of Machine Tool Design Online - link to read the book on full screen. Our eReader also allows you to upload and read Pdf, Txt, ePub and fb2 books. In the Mini eReder on the page below you can quickly view all pages of the book - Read Book Details of Machine Tool Design
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M. Of the driven; thus, MN R. P. M. Of driving cone NO R. P. M. Of driven cone Also from similar triangles MN MN' NO N'O' But we know that R. P. M. Of driving cone rad, of driven one R. P. M. Of driven cone rad. Of driving cone Therefore MN' equals radius of driven cone, while N'O' equals radius of driving cone, thus making, for this case, radii of driving cone verti- cal and of driven cone horizontal. The problem is solved in Pig. 10 and the following results obtained: Results: Dia. Or driving... cone, 28%", 25%", 20%", 11%". Dia. Of driven cone, 11%", 15%", -20%", 28%".
We have seen that the Burmester diagram is under all conditions much more exact than is required in practice; and a more compact, simpler, or quicker method of finding cone pulley radii could not be desired. An experienced draftsman should be able to solve a prob- lem like No. 2 above in less than 10 minutes, while to obtain the same results by an analytical method would require as many hours. Results of sufficient accuracy can usually be obtained by making the diagram to half scale, although there is no reason for reducing the scale, unless the distance between centers is inconveniently large, and in that case CONE PULLEY RADII 13 the results do not need to be so accurate, as the belt will stand more stretching.
What to read after Details of Machine Tool Design?
You can find similar books in the "Read Also" column, or choose other free books by Arthur Bradford Babbitt to read onlineMoreLess
To quickly assess the difficulty of the text, read a short excerpt:
M. Of the driven; thus, MN R. P. M. Of driving cone NO R. P. M. Of driven cone Also from similar triangles MN MN' NO N'O' But we know that R. P. M. Of driving cone rad, of driven one R. P. M. Of driven cone rad. Of driving cone Therefore MN' equals radius of driven cone, while N'O' equals radius of driving cone, thus making, for this case, radii of driving cone verti- cal and of driven cone horizontal. The problem is solved in Pig. 10 and the following results obtained: Results: Dia. Or driving... cone, 28%", 25%", 20%", 11%". Dia. Of driven cone, 11%", 15%", -20%", 28%".
We have seen that the Burmester diagram is under all conditions much more exact than is required in practice; and a more compact, simpler, or quicker method of finding cone pulley radii could not be desired. An experienced draftsman should be able to solve a prob- lem like No. 2 above in less than 10 minutes, while to obtain the same results by an analytical method would require as many hours. Results of sufficient accuracy can usually be obtained by making the diagram to half scale, although there is no reason for reducing the scale, unless the distance between centers is inconveniently large, and in that case CONE PULLEY RADII 13 the results do not need to be so accurate, as the belt will stand more stretching.
What to read after Details of Machine Tool Design?
You can find similar books in the "Read Also" column, or choose other free books by Arthur Bradford Babbitt to read onlineMoreLess
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