Question 1

Ultrasonic machining (USM): identify the incorrect statement Evaluate the properties of USM for hard/brittle materials (e.g., glass, ceramics). Choose the statement that is wrong for ultrasonic machining.

Accepted Answer

Given / Concept USM uses high-frequency vibrations with an abrasive slurry to micro-chisel brittle materials. It is non-thermal and well-suited to glass, carbides, and ceramics. Why option (c) is wrong USM has low MRR compared to conventional cutting or grinding; it does not remove large amounts of material rapidly. Validation of other options (a) True — ideal for brittle, hard materials.(b) True — MRR is slow.(d) True — produces fine features and good finishes without heat-affected zones. Final Answer It removes large amount of material quickly.

Question 2

Chip formation vs tool edge condition  When the cutting edge becomes dull due to wear, what chip type is most likely to appear (under typical ductile-work cutting)? Choose the best answer.

Accepted Answer

Concept A dull tool increases friction and temperature at the tool–chip interface, promoting built-up edge on ductile materials. BUE causes poor surface finish and fluctuating cutting forces. Eliminations (a) Clean continuous chips are more typical with sharp tools and good lubrication.(b) Discontinuous chips are more typical with brittle materials or very low cutting speeds, not solely due to dullness.(d) Chip formation continues unless cutting stops. Final Answer Continuous chips with a built-up edge (BUE) on the tool.

Question 3

Lathe design: progression of available spindle speeds  Many engine/toolroom lathes use a stepped speed box. Identify how the series of spindle speeds is typically arranged.

Accepted Answer

Concept Stepped speeds are chosen in geometric progression so that surface speed changes in a fixed percentage step, which better matches cutting-speed recommendations across diameters and materials. Final Answer Geometrical progression (constant ratio).

Question 4

Thread cutting tool geometry: ideal rake selection  For a single-point thread cutting tool, which rake setting is ideal to preserve thread form accuracy and edge strength? Choose the best option.

Accepted Answer

Approach A zero top rake keeps the included profile angle of the thread unchanged and provides a strong cutting edge for intermittent loads typical during threading. Notes Some materials may allow small positive rake with corrective geometry, but the standard teaching is zero rake to preserve the exact thread form. Final Answer Zero rake angle (flat top).

Question 5

Twist drill nomenclature: identify the helix angle vs point angle  Evaluate the statement about a twist drill: “The angle included between the two lips, projected on a plane parallel to the drill axis and parallel to the two cutting lips, is called …

Accepted Answer

Definitions Point angle: included angle between the two cutting lips (commonly ~118° for general-purpose drills).Helix angle: angle between the direction of the helical flute and the drill axis (commonly ~25°–35°). Conclusion The statement given defines the point angle, not the helix angle. Final Answer Incorrect — that is the point angle; helix angle is between flute helix and axis.

Question 6

Grinding methods: producing a straight or tapered surface on a workpiece  Select the grinding operation typically used to generate flat straight or flat tapered surfaces on a part. Choose the correct method.

Accepted Answer

Concept Surface grinding uses a horizontal/vertical spindle with a reciprocating or rotary table to produce accurate flat surfaces; by tilting/setting, it can also produce a controlled taper on flat faces. Why others do not fit Internal/external cylindrical grinding generate cylindrical or conical (round) surfaces, not flat planes.Form grinding is intended for reproducing a specific profile/contour via the wheel form. Final Answer Surface grinding.

Question 7

Single-point tool geometry: purpose of side rake angle  Side rake influences chip flow direction and shear deformation. Evaluate the statement: “Side rake angle on tools is provided to control chip flow.”

Accepted Answer

Concept Side rake changes the effective shear plane and influences chip direction and thickness, improving chip evacuation, reducing cutting force, and enhancing surface finish. Notes Clearance angles prevent rubbing; rake angles influence cutting mechanics and chip formation. Final Answer True — side rake primarily controls chip flow and reduces cutting forces.

Question 8

Twist drill helix angle vs. driving torque at a given feed  For a standard twist drill (typical helix ≈ 30°), how does changing the helix angle affect the torque needed to drive the drill at the same feed? Choose the correct condition that increases…

Accepted Answer

Concept/Approach The drill's helix angle affects the effective rake angle at the cutting lips and the ease of chip evacuation. A smaller helix reduces effective rake, increasing cutting resistance and the torque required. Step-by-step reasoning • Decrease in helix → decrease in effective rake → higher shear deformation and friction.• Chip evacuation worsens, adding to torque demand. Verification Conversely, a larger helix increases effective rake and eases chip flow, generally reducing torque for the same feed/material. Final Answer Helix angle less than 30°

Question 9

Lathe tooling direction: best travel for a left-hand tool  Identify the most efficient traverse direction for cutting with a left-hand single-point tool on a lathe. Choose the correct travel direction along the bed.

Accepted Answer

Concept Left-hand tools are ground to cut efficiently when moving from left to right. Right-hand tools cut efficiently from right to left. Why others are incorrect The compound slide option is about feed direction control, not the fundamental efficient cutting direction for a left-hand tool; facing is a different operation. Final Answer From left to right end of the lathe bed

Question 10

Effect of end cutting edge angle on tool life  Consider the end cutting edge angle in single-point turning tools and its influence on edge rubbing and heat. State how a larger end cutting edge angle affects tool life.

Accepted Answer

Concept/Approach A larger end cutting edge angle reduces rubbing of the end flank against the newly machined surface, lowering frictional heating and wear. Step-by-step reasoning • Larger angle → better end clearance → less contact/rubbing.• Less heat at the end flank → slower wear progression → longer life. Final Answer Increases tool life

Question 11

In metal cutting tool geometry, which angle primarily governs the mechanical strength of the cutting edge (i.e., its ability to resist chipping and deformation) on lathe, shaper, or planer tools?

Accepted Answer

Introduction / Context: The geometry of a single-point cutting tool strongly affects cutting forces, chip formation, heat generation, and tool life. Among the angles specified in standard tool signature (rake, clearance, and wedge), one angle most directly reflects the mechanical strength of the cutting edge. This item checks understanding of the “lip” or wedge angle and how it governs edge robustness during machining. Given Data / Assumptions: Conventional single-point tool used on lathe, shaper, or planer. Homogeneous work material and steady cutting conditions. Standard nomenclature: rake angle, clearance (relief) angle, and wedge (lip) angle. Concept / Approach: The lip (wedge) angle is the included angle between the rake face and the flank face. A larger wedge angle means more material behind the cutting edge, increasing its mechanical strength and resistance to chipping. By contrast, rake primarily governs cutting action and forces, while clearance prevents rubbing by providing relief behind the edge. Step-by-Step Solution: Identify the angle that adds material behind the edge → wedge (lip) angle.Relate strength to section thickness at the edge → larger wedge = stronger edge.Conclude that the tool's strength depends chiefly on lip angle, not rake or clearance alone. Verification / Alternative check: Shop practice shows that increasing rake (to ease cutting) often reduces wedge thickness and can weaken the edge, confirming that wedge (lip) angle is the direct strength indicator. Why Other Options Are Wrong: Rake angle: affects cutting forces and chip flow, not primary strength. Cutting angle: vague term, not a standard single controlling parameter. Clearance angle: prevents rubbing but too much clearance weakens the edge; it does not set strength. Back rake only: one component of rake; still not the main strength determinant. Common Pitfalls: Confusing “easier cutting” (high rake) with “stronger edge.” High rake reduces forces but also thins the wedge and may chip sooner under shock loads. Final Answer: lip angle

Question 12

Centreless grinding setup: What is the typical surface speed range of the regulating (control) wheel that drives and guides the workpiece?

Accepted Answer

Introduction / Context: In centreless grinding, the workpiece is supported between a high-speed grinding wheel and a slower, rubber-bonded regulating wheel. The regulating wheel sets work speed, provides axial feed (in through-feed mode), and ensures steady control for accuracy and roundness. Selecting the proper regulating wheel surface speed is essential for stability and surface finish. Given Data / Assumptions: Conventional through-feed or in-feed centreless grinding machine. Typical industrial ranges for steel components. Rubber or resin-bonded regulating wheels with controllable inclination angle. Concept / Approach: The regulating wheel must run much slower than the grinding wheel (which commonly runs in the range of 1800–3000 m/min or more). Practical handbooks specify a typical regulating speed window wide enough to maintain traction and allow controlled feed without burning or chatter. Step-by-Step Solution: Identify the slow, control function → regulating wheel sets work speed.Typical practice chooses tens of m/min for regulation, not hundreds.Hence, 15–60 m/min is the accepted practical range for many jobs. Verification / Alternative check: Machine tool manuals and process sheets list regulating wheel surface speeds in the tens of m/min, confirming the stated range. Why Other Options Are Wrong: 5–15 m/min: often too slow, risks loss of control and productivity. 60–90 or 90–120 or above: too fast for regulating function; may cause instability and excessive feed. Common Pitfalls: Confusing grinding wheel speed with regulating wheel speed; they differ by an order of magnitude. Final Answer: 15 to 60 m/min

Question 13

Grinding high-carbon steels: Which statements about wheel choice and operating conditions are correct for minimizing thermal damage and improving performance?

Accepted Answer

Introduction / Context: High-carbon steels are prone to grinding burn, tempering, and residual tensile stresses if excessive heat is generated. Correct wheel specification and operating parameters mitigate thermal damage and wheel loading. This question checks practical shop wisdom backed by grinding theory. Given Data / Assumptions: Work material: high-carbon steel (e.g., fully hardened or high-carbon normalized). Conventional grinding with vitrified or resin bonds. Adequate coolant delivery. Concept / Approach: Higher wheel peripheral speed (within safe limits) reduces undeformed chip thickness per active grit, lowering force per grit and cutting temperature. Aluminium oxide (Al₂O₃) abrasives are the standard choice for steels due to their toughness. Open-structure wheels (lower grade density) provide more chip space, reduce loading, and improve coolant access. Step-by-Step Solution: Adopt higher safe wheel speed → lower chip thickness → reduced force and heat.Select Al₂O₃ abrasive for ferrous materials to balance hardness and toughness.Choose open structure to reduce loading and enhance coolant penetration. Verification / Alternative check: Manufacturer catalogs and process guidelines recommend Al₂O₃ for steels and emphasize structure openness and speed selection to avoid burn and cracking. Why Other Options Are Wrong (if taken alone): Each individual statement is correct for the stated material; the combined best practice is captured by selecting “all of the above.” Common Pitfalls: Using dense wheels on gummy or heat-prone jobs, or choosing silicon carbide (better for nonferrous/carbides) instead of aluminium oxide on steels. Final Answer: all of the above

Question 14

Turning and other metal cutting: When the primary objective is superior surface finish, which parameter strategy is generally preferred?

Accepted Answer

Introduction / Context: Surface finish results from tool geometry, feed, speed, nose radius, and machine-tool rigidity. For a given setup, specific choices of feed and cutting speed reliably produce smoother surfaces. This question probes the classic parameter trade-off when finish is prioritized over productivity. Given Data / Assumptions: Stable machine-tool-fixture conditions with adequate rigidity. Appropriate nose radius and sharp tool. Work material amenable to conventional finishing parameters. Concept / Approach: Surface roughness in turning is strongly influenced by feed per revolution (geometry-controlled roughness) and to a lesser extent by cutting speed (which can reduce built-up edge and improve chip formation). Lower feed reduces cusp height, while higher cutting speed reduces BUE and tearing, improving finish. Step-by-Step Solution: Reduce feed to minimize theoretical roughness height.Increase cutting speed within tool limits to lessen BUE and improve chip flow.Apply coolant or MQL as needed to limit temperature and improve finish further. Verification / Alternative check: Simple geometric relation shows arithmetic roughness proportional to (feed^2)/(8*R) for nose radius R; lowering feed directly lowers roughness. Empirically, higher speeds produce cleaner shearing for many steels and aluminums. Why Other Options Are Wrong: High MRR implies higher feed/depth, worsening finish. Dry machining may be fine in some cases but is not the finish-driving parameter. Soft tools blunt quickly and harm finish. High feed/low speed worsens roughness and may promote BUE. Common Pitfalls: Ignoring chatter from inadequate rigidity; even optimal parameters cannot compensate for vibration or worn tools. Final Answer: Low feed and high cutting speed

Question 15

Gear hobbing without differential (non-differential hobber): The feed change gear ratio is best described as

Accepted Answer

Introduction / Context: In gear hobbing, kinematic relationships among spindle speed, hob rotation, work rotation (indexing), and axial feed determine tooth geometry. On non-differential hobbing machines, the change gears that set indexing have a defined relation to the feed gearing, especially for helical gears, to maintain the correct lead and tooth advance. Given Data / Assumptions: Non-differential hobber (no differential mechanism to compensate for helix). Conventional gear trains implement work indexing and feed. Objective: maintain proper axial feed per work rotation according to tooth lead. Concept / Approach: On non-differential machines, helical cuts require coordinated motion: the feed per work revolution must match the lead relation. Thus, the feed gearing cannot be chosen independently; it is tied to indexing gearing so that the helix angle and lead are correct. Any mismatch distorts tooth geometry. Step-by-Step Solution: Express desired axial advance per work revolution from gear lead.Translate to required feed gear ratio.Note that index gearing sets work rotation; therefore feed gearing must be inter-related to index gearing on non-differential machines. Verification / Alternative check: Hobber manuals show feed and index gear trains are linked for helix without differential; differential machines decouple these via a compensating train. Why Other Options Are Wrong: Independence claims ignore the helix synchronization need. Speed ratio alone does not set axial advance relative to work rotation. “Fixed by hob lead only” omits the kinematic coupling to work indexing. Common Pitfalls: Setting feed for a correct mm/rev value but forgetting it must correspond to the actual work rotational speed imposed by index gearing. Final Answer: inter-related to index change gear ratio

Question 16

Taylor’s tool life equation VT^n = C: The exponent n primarily depends on which factor in practical machining?

Accepted Answer

Introduction / Context: Taylor’s tool life law VT^n = C encapsulates how cutting speed V influences tool life T, with n and C as empirical constants. The exponent n indicates sensitivity of life to speed; a higher n means a small increase in speed shortens tool life dramatically. Given Data / Assumptions: Conventional single-point machining at fixed feed and depth. Comparing classes of tool materials: HSS, carbides, ceramics, CBN, PCD. Reasonably consistent working conditions. Concept / Approach: Empirical data show that n depends mainly on tool material (and the wear mechanisms it resists). Typical values: HSS n ≈ 0.08–0.15, carbide n ≈ 0.2–0.3, ceramic/CBN higher still. While work material and conditions influence C and scatter, the dominant, textbook-cited dependency for n is tool material class. Step-by-Step Solution: Recognize n as slope in log V–log T plots.Note that wear behavior changes with tool materials (hot hardness, chemical stability).Conclude n primarily depends on tool material class. Verification / Alternative check: Data tables list distinct n values by tool material; changing workpiece shifts C more visibly than n for a given tool class. Why Other Options Are Wrong: Work material matters but does not chiefly set n across materials. Working conditions alter scatter and C; n remains characteristic. Chip type is a consequence, not the primary determinant of n. Common Pitfalls: Assuming n is universal; in reality, it varies with tool material and specific wear mechanisms (diffusion, abrasion, oxidation). Final Answer: tool material

Question 17

Hand taps nomenclature: A tap having its end tapered for about 3–4 threads (used after a taper tap and before bottoming) is called a

Accepted Answer

Introduction / Context: Hand tapping sets usually include three taps: taper, second (plug), and bottoming. They differ in the amount of chamfered (tapered) threads at the nose, which determines ease of starting and ability to cut close to the hole bottom. Given Data / Assumptions: Standard metric/imperial hand tap set. Threading a blind or through hole progressively. Typical chamfer thread counts: taper ≈ 8–10, second ≈ 3–5, bottoming ≈ 1–1.5. Concept / Approach: A 3–4 thread chamfer corresponds to the intermediate or “second/plug” tap. It follows the taper tap (easy starting) and precedes the bottoming tap (finishing to full depth near blind hole bottoms). Step-by-Step Solution: Relate stated 3–4 thread chamfer to standard tap types.Map: 8–10 → taper; 3–5 → second/plug; 1–1.5 → bottoming.Therefore answer = second (plug) tap. Verification / Alternative check: Tool catalogs confirm the chamfer ranges and usage order for hand sets. Why Other Options Are Wrong: Taper tap has longer chamfer (8–10) for starting only. Bottoming has almost no chamfer; used to finish near the bottom. Spiral point taps are machine taps with different geometry, not defined by 3–4 chamfer threads in hand set context. Common Pitfalls: Confusing plug/second with bottoming; remember bottoming has the shortest chamfer to reach full depth. Final Answer: second (plug) tap

Question 18

Snag grinding in foundry/forge finishing: Which operations qualify as typical examples?

Accepted Answer

Introduction / Context: Snag grinding is a rough, off-hand grinding process used in foundries and forges to remove excess metal quickly: risers, sprues, parting lines, and flash. It improves handling safety and prepares parts for subsequent machining or inspection. Given Data / Assumptions: Portable grinders or swing-frame machines with coarse, hard wheels. Cast or forged components with gate/flash remnants. Emphasis on stock removal, not precision finish. Concept / Approach: All listed operations target removal of casting/forging extras. The wheel is selected for aggressive cutting and durability under intermittent contact and variable geometry. Step-by-Step Solution: Identify typical post-casting excess: sprues/risers, parting lines.Identify forging excess: flash at die parting.Recognize all are removed by snag grinding → choose “all of these”. Verification / Alternative check: Foundry process plans list snagging as an early finishing step prior to shot blasting and machining. Why Other Options Are Wrong: Each single option is correct, therefore the comprehensive answer is “all of these.” “None” is invalid. Common Pitfalls: Expecting fine tolerances from snagging; it is a coarse, high-removal operation and may leave significant surface roughness. Final Answer: all of these

Question 19

Orthogonal cutting system basics: Which statements properly describe orthogonal cutting kinematics and chip flow?

Accepted Answer

Introduction / Context: Orthogonal cutting is an idealized 2D model used to analyze chip formation, shear angle, and cutting forces. It assumes a straight cutting edge oriented perpendicular to the cutting velocity, with plane strain and no side flow. Understanding this idealization helps interpret Merchant’s analysis and tool-chip friction models. Given Data / Assumptions: Two-dimensional cutting (plane strain) with width much larger than uncut chip thickness. Cutting edge perpendicular to tool velocity. Chip flows straight up the rake face without lateral spread. Concept / Approach: The orthogonal model contrasts with oblique cutting where the cutting edge is inclined, producing side flow. In orthogonal cutting, chip velocity is normal to the cutting edge, simplifying force decomposition into cutting and thrust components and enabling closed-form relations for shear angle and force ratios. Step-by-Step Solution: State perpendicular edge orientation → defines orthogonal cutting.State plane strain (edge clears width) → no side-curling of chip.State chip flow normal to edge up the rake face → matches ideal model. Verification / Alternative check: Classic texts on metal cutting illustrate these three defining statements in orthogonal cutting diagrams and derivations. Why Other Options Are Wrong: Each of (a), (b), and (c) is essential to the orthogonal model; thus “all of the above” is correct. “None” is inconsistent with the model. Common Pitfalls: Applying orthogonal results directly to oblique turning or milling where chip flow is three-dimensional; corrections are needed for inclination and helix angles. Final Answer: all of the above

Question 20

Machine tool classification: The common tool used on the lathe, shaper, and planer for material removal is a

Accepted Answer

Introduction / Context: Lathe, shaper, and planer are classic machine tools that use a single cutting edge to remove material in a controlled manner. Recognizing the tool type clarifies kinematics and surface generation in these processes. Given Data / Assumptions: Conventional turning (lathe), shaping, and planing operations. Standard HSS/carbide-tipped single-point tools. Continuous chip formation in ductile materials under steady cutting. Concept / Approach: A single point cutting tool has one major cutting edge (plus auxiliary edges) and is used in operations where the tool or work executes one principal motion: rotation for turning, linear reciprocation for shaping/planing. Milling and drilling typically use multi-point tools; broaching is also multi-point. Step-by-Step Solution: Identify machines: lathe/shaper/planer → single-edge geometry.Confirm that operations generate surfaces by straight-line or helical paths using one cutting edge.Conclude the common tool type is single point. Verification / Alternative check: Tooling catalogs and manufacturing texts classify turning, shaping, and planing under single-point cutting processes. Why Other Options Are Wrong: Two- or three-point tools are not standard categories for these machines. Multi-point tools are typical for milling, drilling, reaming, broaching, not the machines cited. Broach is multi-tooth and not used on the listed machines in typical practice. Common Pitfalls: Assuming “multi-point” because chips may originate from more than one micro-edge; macroscopically there is one active major edge. Final Answer: single point cutting tool

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