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Velocity Triangle In Machining Cutting Velocity Chip Velocity Shear Velocity

This post categorized under Vector and posted on June 19th, 2019.
Orthogonal Vectors Rule: Velocity Triangle In Machining Cutting Velocity Chip Velocity Shear Velocity

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11.02.2013 In this graphic lecture an introduction to mechanics of machining is given. Merachant graphicysis of predicting shear plane angle is described here in detailed way.Autor Learn EngineeringAufrufe 79Kgraphiclnge 3 Min.Chip velocity is a crucial parameter in metal cutting. The continuous variation of chip velocity in primary shear zone can not be obtained from conventional shear plane model.Author Xue Feng Bi Gautier List G. Sutter A. Molinari Yong Xian LiuPublish Year 2009If the uncut chip thickness is a 1 the width of uncut chip is b 1 the cutting velocity is V c the chip thickness is a 2 the width of uncut chip is b 2 and the chip flow velocity is V f then applying the constant MRR approach the following expression can be written for before and after cut.

Shear velocity also helps in thinking about the rate of shear and dispersion in a flow. Shear velocity scales well to rates of dispersion and bedload sediment transport. A general rule is that the shear velocity is between 5% to 10% of the mean flow velocity. For river base case the shear velocity can be calculated by Mannings equation.This article describes the basic principles of machining mechanics and how to use the Merchant graphicysis to predict the shear plane angle. To make an orthogonal cut in a metal work piece a cutting tool applies a horizontal cutting force (fc) and a vertical force (ft).


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