I need the answer as soon as possible Ql:In the lathe machine, steel rod with diameter 160mm is turned under the followingcondition:200 N500NAxial component of the cutting forceTangential component of the cutting forceChip thicknessSpindle speedDepth of cutFeedRake angle0.45 mm315 rpm2.5 mm0.16 mm/revAccording to orthogonal cutting model, Determine:1-Dynamic yield strength of work material.2- Normal stress3-Shear velocity

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Answered: In the lathe machine, steel rod with…

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

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Low carbon steel having a tensile strength of 450 MPa and a shear strength of 270 MPa is cut in a turning operation with a cutting speed of 2500 mm/s. The feed is 0.15 mm/rev, and the depth of cut is 0.25 cm. The rake angle of the tool is 12° in the direction of chip flow. The resulting chip ratio is 0.55. Using the orthogonal model as an approximation of turning, determine (a) the shear plane angle, (b) shear force, (c) cutting force and feed force.
In a turning operation, cutting speed =200 m/min; feed = 0.25mm mm/rev, and depth of cut = 4.00mm Thermal diffusivity of the work material = 20m mm^2/s and volumetric specific heat =3.5(10^ -3 )J/mm^ 3 -C If the temperature increase above ambient temperature (20degreesC) is the angle measured by a tool-chip thermocouple to be 700degreesC, determine the specific energy for the work material in this operation.
A turning operation is made with a rake angle of 10 degrees, a feed of 0.010 in/rev, and a depth of cut = 0.100 in. The shear strength of the work material is known to be 50,000 lb/in2, and the chip thickness ratio after the cut = 0.40. Determine the cutting force and the thrust force. Use the orthogonal cutting model as an approximation of the turning process.
In an orthogonal cutting test with a bar of 75 mm diameter is reduced to 73 mm by using a HSS tool with arake angle  = 10o, following observations were made: length of the chip, lc = 69.44 mm, cutting ratio r =0.3, the horizontal component of the cutting force, FH = 1450 N, and the vertical component of the cuttingforce, FV = 850 N. The various parameters recorded in this cutting operation are: depth of cut, d = 2 mm;feed rate, f = 0.3 mm/rev, cutting speed, V = 60 m/min. Using Merchant’s theory calculate the following:1) Friction force along rake face2) Normal force acting on rake face3) Shear force along the shear plane4) Normal force acting on shear plane5) The percentage error in shear angle predicted by Merchant’s theory6) Shear velocity7) Chip velocity8) Total work done9) The shear work proportion out of the total work done10) The friction work proportion out of the total work done
Manufacturing Process In a turning operation on stainless steel with hardness = 200 HB, the cutting speed = 200m/min, feed = 0.25 mm/rev, and depth of cut =7.5 mm. Determine how much power will the lathe machine draw in performing this operation if its mechanical efficiency = 90 %. Use specific energy value is: U = 2.8 J/mm
A high-speed steel tool is used to turn a steel workpart that is 295 mm long and 75 mm in diameter. The parameters in the Taylor equation are: n = 0.15 and C = 80 (m/min) for a feed of 0.5 mm/rev. The operator and machine tool rate = $29.00/hr, and the tooling cost per cutting edge = $3.90. It takes 2.1 min to load and unload the workpart and 3.40 min to change tools. Determine (a) cutting speed for maximum production rate, (b) tool life in min of cutting, and (c) cycle time and cost per unit of product (d) cutting speed for minimum cost and tool life in min of cutting
A cemented carbide tool is used to turn a part with length = 18.0 in and diameter = 3.0 in. The parameters in the Taylor equation are: n = 0.27 and C = 1200. The rate for the operator and machine tool = $33.00/hr, and the tooling cost per cutting edge = $2.00. It takes 3.0 min to load and unload the workpart and 1.50 min to change tools. The feed = 0.013 in/rev. Determine: Cutting speed for maximum production rate, Tool life in min of cutting, and Cycle time and cost per unit of product.
During a certain machining experiment at the UCSI workshop, it is observedthat temperature at the tool workpiece interface is 1200 oC at a cutting speed of300 mm/min with a feed rate of 0.002 mm/rev. (i) Analyse how the temperature will be affected if the cutting speed isincreased by 100 %.(ii) Determine the cutting speed necessary to achieve a maximum cuttingtemperature of 900 oC
A vertical boring mill is used to bore the inside diameter of a large batch of tube-shaped parts. The diameter = 28.0 in and the length of the bore = 14.0 in. Current cutting conditions are: speed = 200 ft/min, feed = 0.015 in/rev, and depth = 0.125 in. The parameters of the Taylor equation for the cutting tool in the operation are: n = 0.23 and C = 850 (ft/min). Tool change time = 3.0 min, and tooling cost = $3.50 per cutting edge. The time required to load and unload the parts = 12.0 min, and the cost of machine time on this boring mill = $42.00/hr. Management has decreed that the production rate must be increased by 25%. Is that possible? Assume that feed must remain unchanged in order to achieve the required surface finish. What is the current production rate and the maximum possible production rate for this job?
Orthogonal cutting, in a machining process,The attacking team sawdust (α) is 10 ̊. operationchip (t0) 0.5 mm and machining beforeAfter the chip coating (tc) is 1,125 mm.Accordingly, in machining;a) Slip plane (ϕ),b) Shear strain (γ) calculator
In a turning operation of stainless-steel work part having shear strength = 378 MPa and tensile strength = 420 MPa, a coated carbide tool with a rake angle of 5 degrees is used to reduce its diameter from 100 mm to 93.2 mm with a cutting ratio of 0.45. During this process, a cutting speed of 2.4 m/s and feed of 0.24 mm/rev is used. Using the orthogonal model to approximate the turning process, how much power (W) will the lathe draw in performing this operation if its mechanical efficiency = 90%.
The following data is given for slab milling of a 300 mm long 50 mm wide mild steel block: Cutter of diameter= 60 mm; Numbers of teeth =12; Cutter speed = 120 rev/min; Depth of cut = 3.2 mm; Feed is 0.25 mm/tooth.Determine (i) Table feed in mm/min, (ii) MRR (iii) Power (iv) Torque and (v) Total machining time. Assumesuitable approach and over-run and specific energy of mild steel as 5 Ws/mm3.

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