In orthogonal turning of a cylindrical tube of wall thickness 5 mm, the axial and the tangential cutting forces were measured as 1259 N and 1601 N, respectively. The measured chip thickness after machining was found to be 0.3 mm. The rake angle was 10° and the axial feed was 100 mm/min. the rotational speed of the spindle was 1000 rpm. Assuming the material to be perfectly and Merchant's first solution, the shear strength of the material is closest to
In orthogonal turning of a cylindrical tube of wall thickness 5 mm, the axial and the tangential cutting forces were measured as 1259 N and 1601 N, respectively. The measured chip thickness after machining was found to be 0.3 mm. The rake angle was 10° and the axial feed was 100 mm/min. the rotational speed of the spindle was 1000 rpm. Assuming the material to be perfectly and Merchant's first solution, the shear strength of the material is closest to
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
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![In orthogonal turning of a cylindrical tube of wall thickness 5 mm, the axial and the tangential
cutting forces were measured as 1259 N and 1601 N, respectively. The measured chip thickness
after machining was found to be 0.3 mm. The rake angle was 10° and the axial feed was 100
mm/min. the rotational speed of the spindle was 1000 rpm. Assuming the material to be
perfectly and Merchant's first solution, the shear strength of the material is closest to](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fbde6302b-33a8-4b21-ade8-3acecdce3634%2F304ac369-16f8-49e7-8640-a77a590fbd21%2F0o2e8mu_processed.jpeg&w=3840&q=75)
Transcribed Image Text:In orthogonal turning of a cylindrical tube of wall thickness 5 mm, the axial and the tangential
cutting forces were measured as 1259 N and 1601 N, respectively. The measured chip thickness
after machining was found to be 0.3 mm. The rake angle was 10° and the axial feed was 100
mm/min. the rotational speed of the spindle was 1000 rpm. Assuming the material to be
perfectly and Merchant's first solution, the shear strength of the material is closest to
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