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ASME Y14.5

ASME Y14.5 is a standard published by the American Society of Mechanical Engineers (ASME) that establishes symbols, rules, definitions, requirements, defaults, and practices for dimensioning and tolerancing, with a primary focus on geometric dimensioning and tolerancing (GD&T) for engineering drawings, digital models, and related documents.^[1] The standard defines principles and methods to control the form, orientation, location, and runout of part features using a datum reference frame, enabling precise specification of geometric tolerances such as positional tolerancing, profile, and runout.^[1] Its core purpose is to provide a uniform language for stating and interpreting dimensional and geometric tolerancing requirements, ensuring clear communication of engineering design intent, complete feature definition, and standardization for manufacturing, inspection, and assembly.^[1] By emphasizing functional relationships in datum selection and minimizing ambiguities, ASME Y14.5 supports interchangeability of parts, reduces manufacturing errors, and accommodates both traditional orthographic projections and model-based product definition.^[1] First issued in earlier forms dating back to the 1940s and evolving through revisions, the current edition—ASME Y14.5-2018—was approved on August 13, 2018, and issued on February 11, 2019, reaffirmed in 2024.^[1] Key features include the use of feature control frames to specify tolerances at maximum material condition (MMC) or least material condition (LMC), composite tolerancing for patterns and feature relationships, and rules for projecting tolerance zones to align with assembly needs.^[1] As the authoritative U.S. national standard for GD&T, it is integral to industries like aerospace, automotive, and precision manufacturing, where it guides the creation and verification of compliant parts.^[2]

Introduction

Overview

ASME Y14.5-2018 (reaffirmed 2024) is the authoritative standard developed by the American Society of Mechanical Engineers (ASME) that establishes symbols, rules, definitions, and requirements for dimensioning and tolerancing in engineering drawings, models defined in digital data files, and associated documents.^[2] It provides a comprehensive framework for communicating design intent precisely, ensuring consistency across manufacturing, inspection, and quality control processes in mechanical engineering.^[3] At its core, ASME Y14.5 focuses on geometric dimensioning and tolerancing (GD&T), a symbolic language used to define the allowable variation in the form, size, orientation, and location of part features relative to datums.^[4] This approach goes beyond traditional coordinate dimensioning by emphasizing functional relationships between features, enabling tighter control over part assembly and performance while reducing manufacturing costs through optimized tolerances.^[5] The standard is structured into nine main sections, spanning from scope and general principles to specific tolerances for form, orientation, location, profile, and runout.^[6] In recognition of its importance, ASME Y14.5 was adopted by the U.S. Department of Defense on February 9, 2009, for mandatory use in contracts requiring engineering drawings.^[6]

Purpose and benefits

The ASME Y14.5 standard establishes uniform practices for defining and communicating engineering requirements in mechanical design through a symbolic language of geometric dimensioning and tolerancing (GD&T), ensuring that precision and functional requirements are clearly conveyed on drawings and models.^[7] This uniformity reduces ambiguity inherent in traditional coordinate tolerancing methods, such as plus/minus dimensions, by providing standardized rules, definitions, and symbols that minimize interpretation errors across design, manufacturing, and inspection teams.^[4] By promoting interchangeability of parts, the standard facilitates consistent fit and assembly, allowing components from different suppliers to meet functional objectives without excessive rework.^[7] Key benefits of ASME Y14.5 include significant cost reductions achieved through functional tolerancing, which allocates tolerances based on part performance rather than arbitrary limits, thereby decreasing material waste, scrap rates, and production delays.^[4] It enhances quality control by enabling precise geometric controls that ensure feature consistency and reliability, particularly in complex assemblies where traditional methods might overlook form variations.^[7] Improved communication between design and manufacturing teams is another advantage, as the standard's consistent language bridges gaps in interpretation, fostering collaboration and accelerating the product development cycle.^[4] Additionally, it supports advanced manufacturing processes by offering flexibility in tolerance application, streamlining production for techniques like additive manufacturing while maintaining design intent.^[7] A specific mechanism in GD&T under ASME Y14.5 is the use of maximum material condition (MMC) and least material condition (LMC), which optimize tolerances by incorporating bonus allowances based on feature size, allowing parts to function effectively without rigid dimensional constraints.^[8] This approach contrasts with coordinate tolerancing, where GD&T provides superior control over part geometry, reducing assembly issues and scrap by focusing on allowable variations relative to functional requirements rather than isolated measurements.^[4] Overall, these elements make ASME Y14.5 indispensable for achieving efficient, high-quality manufacturing outcomes.^[7]

History and development

Origins

The origins of ASME Y14.5 trace back to the post-World War II era, when the need for standardized manufacturing practices became critical for ensuring part interchangeability in military equipment. These military efforts were influenced by earlier work, such as Stanley Parker's development of positional tolerancing in the 1940s for aircraft parts. The U.S. Department of Defense introduced early concepts of geometric tolerancing through MIL-STD-8, published in 1949, which provided foundational guidelines for dimensioning and tolerancing in engineering drawings primarily for military applications.^[9] This standard was revised as MIL-STD-8A in 1953, incorporating initial geometric dimensioning and tolerancing (GD&T) principles, such as the envelope principle (later known as Rule #1), to control form and orientation more precisely than traditional coordinate tolerancing.^[10] Building on these military foundations, civilian standards evolved in the 1950s and 1960s to meet growing demands from the automotive and aerospace industries, where complex assemblies required unambiguous specifications to facilitate mass production and reduce assembly errors. The American Standards Association (ASA) issued Y14.5-1957, marking the first national standard for dimensioning and tolerancing with basic GD&T elements, followed by the United States of America Standards Institute (USASI) Y14.5-1966, which expanded geometric controls.^[10] These efforts addressed inconsistencies in traditional plus-and-minus tolerancing, which often led to over-specification or interpretation ambiguities in high-precision manufacturing. The American National Standards Institute (ANSI) then released Y14.5-1973, formalizing a comprehensive symbology-based system influenced by wartime standardization needs for reliable part functionality across sectors.^[11] The ASME Y14.5 standard emerged from these precedents through the work of the ASME Y14 Subcommittee on Dimensioning and Tolerancing, established under the broader Y14 Engineering Drawing and Related Documentation Practices Committee, to unify and refine practices for broader industrial adoption.^[2] The first edition fully under ASME, published in 1982 as ASME Y14.5M, consolidated prior ANSI developments into a cohesive framework, emphasizing geometric controls to enhance design intent communication and manufacturing efficiency.

Major revisions

The 1982 edition of ASME Y14.5M marked the first comprehensive standardization of geometric dimensioning and tolerancing (GD&T) under ASME, establishing a unified framework with symbols, rules, definitions, and practices for applying GD&T, including foundational datum concepts for reference and simulation.^[4] The 1994 edition, ASME Y14.5M, built on this by clarifying rules for composite tolerances, which allow separate control of form, orientation, location, and profile for patterns of features, and by adding appendices to document changes from prior versions and provide supplementary guidance.^[4] In the 2009 edition, ASME Y14.5, expansions to profile tolerances enabled non-uniform zones and position controls without datums, while redundancies in terminology and practices were removed for clarity; this version became the most widely adopted, used by approximately half of surveyed companies in North America and Australia.^[12]^[4] The 2018 edition introduced support for Model-Based Definition (MBD) through enhanced 3D annotations and figures, eliminated standalone concentricity and symmetry tolerances by subsuming them under position for simpler inspection, added non-ambiguous datum stabilization protocols using constrained least squares for unstable features, and expanded to 326 pages to accommodate these updates.^[13]^[14] Each revision of ASME Y14.5 incorporates industry feedback through ASME's subcommittee review process, with the 2018 edition specifically addressing needs for digital data sets and integration with standards like ASME Y14.41.^[2]^[14] The standard underwent reaffirmation in 2024 without major changes, confirming its ongoing validity for use in design and manufacturing.^[2]

Scope and definitions

Applicability

The ASME Y14.5 standard applies to the dimensioning and tolerancing of engineering drawings, 3D digital models, and associated documentation for mechanical parts and assemblies, providing a uniform system to define engineering intent and control variation in physical products.^[1] It is primarily utilized in industries such as aerospace, automotive, defense, and general manufacturing, where precise communication of geometric requirements is essential for design, production, and inspection processes.^[15]^[11] The scope encompasses tolerancing for size, form (including straightness, flatness, circularity, and cylindricity), orientation (such as angularity, parallelism, and perpendicularity), location, profile, and runout, using geometric characteristic symbols and feature control frames to specify measurable requirements.^[1] However, it excludes topics like statistical tolerancing, which is addressed in Section 5.18 but not fully detailed, and surface texture or finish, which are covered by separate standards such as ASME Y14.36.^[1] The standard does not specify manufacturing methods or gaging practices, deferring those to other ASME Y14 series documents like Y14.43.^[1] Since its adoption by the U.S. Department of Defense on February 9, 2009, ASME Y14.5 has been mandatory for DoD contracts involving engineering drawings and related documentation, ensuring consistency in defense-related manufacturing.^[1] For international applications aligned with ISO standards, it serves as an optional but recommended framework, promoting interoperability while allowing adaptation to regional practices.^[2] As a communication standard rather than a comprehensive design handbook, ASME Y14.5 focuses on the language and rules for specifying tolerances, assuming users possess basic knowledge of drafting principles and engineering documentation.^[1] It excludes non-engineering fields like architectural or civil engineering symbology and does not address qualitative design aspects beyond quantifiable geometric controls.^[1]

Key terminology

The ASME Y14.5 standard establishes a precise vocabulary for geometric dimensioning and tolerancing (GD&T) to ensure unambiguous communication in engineering design, manufacturing, and inspection. Section 3 of the standard provides comprehensive definitions for numerous terms essential to GD&T, with approximately 70 entries that clarify concepts and promote consistency across applications. These definitions distinguish between functional features, which directly influence part performance or assembly, and geometric features, which are idealized representations used for tolerancing purposes.^[4]^[16] A feature is defined as a physical portion of a part, such as a surface, hole, pin, or pattern, that is recognized by its geometric shape and dimensions and serves as the basis for applying tolerances. This term encompasses both individual elements and assemblies of elements on a part, enabling precise control over form, size, orientation, location, and runout.^[4] The tolerance zone refers to the specific volume, area, or length within which the geometry of a feature must lie to conform to the specified tolerance; it is bounded by limiting surfaces or lines derived from the tolerance value and geometric characteristic. For example, a flatness tolerance zone is the space between two parallel planes separated by the tolerance amount, ensuring the feature remains within acceptable variation.^[4] A basic dimension is a theoretically exact value used to describe the perfect geometry of a feature or datum target, indicated by enclosing the numeric value in a rectangular frame without any associated tolerance. Basic dimensions establish the foundation for tolerance zones but do not carry manufacturing limits themselves; deviations are controlled solely by geometric tolerances.^[4] A datum is a theoretically exact point, axis, line, or plane derived from a datum feature, serving as the origin for measurement and tolerancing of other features. Datums provide a reference framework to simulate functional mating conditions, with their exact nature simulated from the physical datum feature during inspection. Detailed aspects of datum features are covered in the Datums section.^[4] Material condition modifiers adjust how tolerances apply based on the actual size of a feature of size, allowing for bonus tolerance in assembly scenarios. MMC (Maximum Material Condition) denotes the state of a feature containing the maximum amount of material within its size limits, such as the largest shaft or smallest hole, which typically represents the worst-case assembly condition. LMC (Least Material Condition) is the opposite, where the feature has the minimum material, such as the smallest shaft or largest hole, often used for clearance-critical applications. RFS (Regardless of Feature Size) applies the tolerance without regard to the feature's actual size, providing no bonus tolerance and serving as the default unless MMC or LMC is specified. These modifiers, symbolized by Ⓜ, Ⓛ, and no symbol for RFS respectively, are crucial for functional gauging and bonus calculations.^[8]^[17]^[18]

General rules

Fundamental assumptions

The ASME Y14.5 standard is built upon several core assumptions that establish the foundational principles for geometric dimensioning and tolerancing (GD&T), ensuring consistent interpretation and application across design, manufacturing, and inspection processes. These assumptions address how features are controlled by size tolerances in the absence of explicit geometric tolerances, the default state of parts, and the independence of tolerances unless modified. One of the primary assumptions is the Envelope Principle, also known as Rule #1, which states that the form of an individual regular feature of size is controlled by its limits of size, such that the feature cannot extend beyond a boundary (envelope) of perfect form at its maximum material condition (MMC). Under this principle, a feature is assumed to have perfect geometric form when at MMC; as the actual size departs from MMC toward least material condition (LMC), form imperfections are permitted within the specified tolerance zone, but the surface must remain within the size limits at every point. This applies to individual features of size, distinguishing them from related features in assemblies where additional controls may be needed. Complementing the Envelope Principle is the Independence Principle, or Rule #2, which assumes that each tolerance applies independently to its associated feature unless explicitly modified by a geometric tolerance or symbol, such as the independency symbol that removes form control from size limits. Consequently, size tolerances control only the size of a feature, while geometric tolerances control form, orientation, location, or runout independently, with no automatic bonus tolerance unless MMC or LMC is invoked. This principle ensures that variations in size do not inherently affect geometric tolerances, promoting flexibility in manufacturing unless tighter controls are specified. Early editions of the standard, such as ASME Y14.5M-1994, outlined 14 fundamental rules for dimensioning in section 1.4 that underpin these principles, including: (1) each feature shall be dimensioned and toleranced; (2) dimensions and tolerances shall fully define the part without reliance on scaling or assumptions; (3) dimensions shall suit the function and mating relationships; (4) each dimension shall define a single feature without locating one from another unless necessary; (5) dimensioning and tolerancing shall be consistent and non-duplicative; (6) all dimensions and tolerances apply at 20°C (68°F) unless otherwise noted; and additional rules on implied angles, zero dimensions, and free state application. In the 2018 edition, these rules have been revised, with many relocated to section 4 and expanded, including new rule 4.1(q) stating that as-designed dimensions do not establish functional or manufacturing targets unless specified.^[19] Additionally, parts are assumed to exist in a free state—free from external forces other than gravity—unless restrained conditions are specified, with the standard implying rigidity and stability for tolerance application unless non-rigid features are denoted. This default free-state assumption allows for natural deformation in flexible parts, while geometric tolerances may be applied under restrained conditions to simulate functional assembly.^[20]

General tolerancing practices

In ASME Y14.5, general tolerancing practices establish the framework for specifying allowable variations in part features to ensure interchangeability and functionality during manufacturing and inspection. Limits of size define the maximum and minimum boundaries for features such as holes, shafts, or external dimensions, ensuring that parts conform to design intent while accommodating production variations. These limits are typically expressed as a nominal dimension with a tolerance range, adhering to principles that control both size and inherent form at the maximum material condition unless otherwise specified. Unilateral tolerances permit variation in only one direction from the nominal size, often with a zero value on one side (e.g., +0.1/-0.0), which is useful for features where material addition or removal must be strictly controlled, such as in assemblies requiring clearance. Bilateral tolerances, in contrast, allow variation equally or unequally on both sides of the nominal (e.g., ±0.05), providing balanced flexibility and are the default for symmetric features. The standard mandates that tolerance values use consistent decimal places, with plus values placed above minus values for clarity in documentation. Accumulation of tolerances refers to the buildup of permissible variations across multiple features or dimensions in a chain, which can compound errors and affect overall part accuracy; this is mitigated through strategic dimensioning methods like baseline or direct approaches rather than chain dimensioning. For instance, in a linear stack-up, chain tolerancing might yield a total variation of ±0.15, while baseline methods reduce it to ±0.10 by referencing all features to a common datum. These practices build on fundamental assumptions of the standard to minimize such accumulations without invoking specific geometric controls. Basic dimensions in geometric dimensioning and tolerancing (GD&T) serve as theoretically exact values that establish the perfect geometry or location of features, denoted by rectangular borders or notes, and require associated tolerances to be applied exclusively through feature control frames rather than direct limits. This approach decouples size from geometric tolerances, allowing precise control over form, orientation, and location while avoiding ambiguity in interpretation. The standard includes rules for projection and extension lines in section 1.7, which govern orthographic representations to ensure accurate depiction of tolerances in multiview drawings, alongside guidelines for sectional views that reveal internal features without distorting tolerance zones and tabulation methods for presenting tolerance data in tables to streamline complex assemblies. These elements facilitate clear communication of tolerancing intent across engineering drawings.^[2] For threaded features and fits, tolerances are applied to the pitch cylinder axis to control alignment and functionality, with exceptions for major and minor diameters that may use standard limits; these are handled via tables in the appendices or referenced standards like ASME B1.1 for unified inch screw threads, incorporating positional tolerances and projected tolerance zones where necessary to ensure proper mating.^[21]

Symbology

Geometric characteristic symbols

In ASME Y14.5-2018, Section 3 establishes a standardized set of symbols to denote geometric characteristics for dimensioning and tolerancing, enabling precise communication of tolerances on engineering drawings. These symbols are categorized into form, orientation, location, profile, and runout tolerances, totaling 12 primary geometric characteristic symbols following revisions that streamlined the system.^[13]^[22] Form tolerances control the shape of individual features without reference to datums. Straightness (↗) specifies the allowable deviation of a line or axis element from a straight line, applied to surfaces, axes, or medians. Flatness (⏤) defines the tolerance zone between two parallel planes within which the entire surface must lie. Circularity (○) ensures a feature's cross-section remains within two concentric circles. Cylindricity (⌭) combines straightness and circularity to control a surface within a cylindrical zone.^[23]^[24] Orientation tolerances regulate the direction of features relative to datum reference frames. Parallelism (∥) requires a surface or axis to lie within a tolerance zone parallel to a datum. Perpendicularity (⊥) mandates a 90-degree orientation to a datum plane or axis. Angularity (∠) controls a specified angle between a feature and a datum.^[23]^[24] Location tolerances define the position of features. Position (⌖) governs the exact location of a feature of size or pattern relative to datums, often using a true position framework.^[23]^[24] Profile tolerances manage the outline of lines or surfaces. Profile of a line (⏫) controls the form and location of a line element within a uniform bilateral tolerance zone. Profile of a surface (⌒) extends this to the entire surface, ensuring uniformity and orientation.^[23]^[24] Runout tolerances assess variation during rotation around a datum axis. Circular runout (↻) measures the runout of a surface or feature at any single circular measurement. Total runout (⟲) controls the cumulative runout across the entire feature surface.^[23]^[24] The 2018 revision removed the symbols for concentricity (⊙) and symmetry (⌯), which previously controlled median point or plane alignment, due to their frequent misapplication and measurement challenges; these concepts are now addressed using position or profile tolerances for more effective control.^[13]^[22] Additional modifiers include the diameter symbol (⌀), which precedes values for cylindrical features, and the radius symbol (⌽) for radial dimensions. These geometric characteristic symbols are placed within feature control frames or general notes on drawings to specify tolerances clearly.^[23]^[24]

Feature control frames

In ASME Y14.5, a feature control frame serves as the primary mechanism for specifying geometric tolerances on engineering drawings, encapsulating the geometric characteristic symbol, tolerance value, any applicable modifiers, and datum references in a rectangular format.^[25] This frame ensures precise control over feature geometry relative to datums, promoting interchangeability in manufacturing.^[2] The composition of a feature control frame begins with the geometric characteristic symbol (e.g., the position symbol ⌖), followed by the tolerance value (e.g., 0.1), which defines the allowable variation.^[4] Modifiers such as maximum material condition (MMC) or least material condition (LMC) may appear after the tolerance value to adjust the tolerance based on feature size, enabling bonus tolerances for assembly clearance.^[26] Datum references, denoted by letters like A, B, C, are listed in subsequent compartments, establishing the reference frame for measurement.^[27] Feature control frames are read from left to right, with the geometric symbol and tolerance value first, followed by modifiers, and then datum references stacked top to bottom to indicate primary (top), secondary, and tertiary datums in order of precedence.^[25] This hierarchical reading ensures consistent interpretation during inspection. Frames can be single-segmented for individual requirements or composite, consisting of two vertically stacked segments sharing the same geometric symbol to address multiple related tolerances, such as pattern location in the upper segment and feature-to-feature relationships in the lower.^[28] The 2018 revision of ASME Y14.5 introduced the "SIM REQT" notation for composite frames, placed adjacent to applicable lower segments to clarify simultaneous requirements across multiple patterns, resolving ambiguities in prior editions.^[13] For example, a single-segmented position tolerance frame might appear as ⌖0.1|A|B|C (MMC), controlling hole positions at MMC relative to datums A, B, and C.^[29] A composite frame could stack two such segments, with the upper specifying broader datum controls (e.g., ⌖0.5|A|B|C) and the lower tighter feature relations (e.g., ⌖0.1|B|C), optionally annotated with SIM REQT for pattern simultaneity.^[28]

Datums

Datum features

In ASME Y14.5, a datum feature is defined as the actual physical feature on a part—such as a surface, hole, slot, or other feature of size—from which a datum is derived during inspection and manufacturing processes.^[27] This feature serves as the tangible reference point for establishing the location, orientation, and form of other features on the part, ensuring consistent interpretation across design, production, and verification.^[30] Unlike theoretical datums, which are idealized exact planes, lines, or points, datum features account for real-world imperfections like surface variations.^[31] The datum feature is identified on engineering drawings using the datum feature symbol, a rectangular frame containing a capital letter (e.g., A, B, or C) placed adjacent to the feature's edge view or dimension line.^[4] This symbol, often described as a "plunger" or "suction cup" due to its appearance, directly references the physical feature and prevents ambiguity in datum selection.^[32] For features of size, such as holes or pins, the symbol applies to the entire feature unless modified by datum targets.^[33] Datum targets are used to refine or limit the datum feature to specific points, lines, or areas on the part, particularly when the full feature is irregular, oversized, or unsuitable for complete contact.^[31] These targets, denoted by symbols like circles for points or lines for areas, ensure precise simulation during measurement by constraining the datum to high points or designated zones, avoiding over-constraint from irregular surfaces.^[27] For example, on a machined face with minor burrs, datum targets might specify three points to define a plane, promoting repeatability.^[33] ASME Y14.5, in Section 4, outlines the hierarchy of datum features as primary, secondary, and tertiary, based on their order of precedence in the datum reference frame.^[34] The primary datum feature constrains three degrees of freedom (typically two rotations and one translation), providing the foundational plane or axis for the part.^[35] Secondary datum features then constrain two additional degrees of freedom (one rotation and one translation) relative to the primary, refining orientation, while tertiary features constrain the final degree of freedom (one translation) to fully locate the part.^[30] This sequential establishment ensures stability and minimizes degrees of freedom, with higher-precedence datums controlling lower ones to maintain functional relationships.^[36] The 2018 revision of ASME Y14.5 introduced provisions for datum feature simulated datums, particularly for irregular or unstable surfaces like convex radii that might "rock" during simulation.^[14] These simulated datums allow for idealized representations derived from the physical feature using minimum material or maximum material boundaries, improving applicability to complex geometries without requiring full contact.^[14] This update enhances clarity for features previously difficult to datum, such as splines or undulating surfaces, by permitting partial or tangential simulation methods.^[34]

Datum reference frames

A datum reference frame (DRF) in ASME Y14.5 is a theoretical coordinate system established from simulated datum features to define the exact orientation and location of tolerance zones relative to the part's geometry.^[37] It constrains the six degrees of freedom—three translational (along X, Y, Z axes) and three rotational (about those axes)—to create a stable basis for applying geometric tolerances.^[4] Derived from physical datum features, the DRF simulates idealized planes, axes, or points that the actual part aligns with during inspection or manufacturing.^[30] The construction of a full DRF follows a sequential hierarchy of primary, secondary, and tertiary datums to progressively immobilize the part. The primary datum constrains three degrees of freedom: two rotations and one translation, typically by establishing a plane through at least three points of contact.^[38] The secondary datum then constrains two additional degrees of freedom: one rotation and one translation, often perpendicular to the primary for alignment.^[39] Finally, the tertiary datum constrains the remaining one translational degree of freedom, completing the six constraints without over-constraining the system.^[38] This sequential approach ensures a unique, repeatable reference frame for tolerancing. Partial DRFs are employed when a tolerance control does not require full constraint of all six degrees of freedom, allowing fewer datums to suffice for specific geometric requirements such as orientation or partial location. These are particularly useful in feature control frames where only relevant freedoms need restriction, promoting efficiency without ambiguity in application. The 2018 revision of ASME Y14.5 introduced the stability method to address ambiguities in datum simulation for unstable features, such as those prone to rocking or shifting.^[13] This non-ambiguous protocol uses simultaneous requirements—evaluating multiple constraint conditions concurrently—to determine allowable datum shifts, ensuring consistent interpretation across manufacturing and inspection processes.^[14] Mathematically, DRF constraints are modeled using transformation matrices for alignment, where rotation matrix R and translation vector \mathbf{t} adjust the part's geometry to the theoretical frame:

\mathbf{x}' = R \mathbf{x} + \mathbf{t}

Here, \mathbf{x} represents points in the part's coordinate system, and \mathbf{x}' are the aligned points satisfying the datum constraints. This formulation, detailed in ASME Y14.5.1, supports precise simulation without deriving full optimization here.^[40]

Form tolerances

Straightness and flatness

In ASME Y14.5-2018, Section 5 addresses form tolerances, which control the intrinsic shape of individual features without reference to datums, including straightness and flatness as fundamental controls for linear and planar elements. Straightness specifies the condition where an element of a surface, derived median line, or axis of a feature of size conforms to a straight line, ensuring uniformity along specified directions. For straightness applied to surface elements, the tolerance zone consists of two parallel lines separated by the specified tolerance value, within which all points on the surface must lie; this is a two-dimensional control suitable for features like edges or slots. When applied to a derived median line or axis of a feature of size, such as a shaft or hole, the tolerance zone is cylindrical with a diameter equal to the tolerance value, controlling the straightness of the theoretical axis derived from the feature's boundaries. The tolerance is denoted in a feature control frame using the straightness symbol—a horizontal line—and the value directly defines the zone width, for example, a straightness tolerance of 0.05 mm establishes a zone 0.05 mm wide (or ⌀0.05 mm for the cylindrical case). No datum reference is permitted in the feature control frame for straightness, as it is a self-referenced form control. Applications include ensuring the linearity of machined rods, guide rails, or hole axes to prevent functional deviations in assembly or motion. Flatness, also covered in Section 5, defines the condition where all points on a surface or derived median plane lie within a single plane, controlling deviations that could affect mating or sealing. The tolerance zone for flatness is bounded by two parallel planes separated by the specified tolerance value, encompassing the entire surface or the median plane derived from a feature of size. Similar to straightness, the tolerance value sets the uniform zone width—for instance, a flatness of 0.02 mm means the surface must fit between planes 0.02 mm apart—and is indicated via the flatness symbol (a parallelogram) in a feature control frame without any datum references. This tolerance applies to planar features such as mounting faces, gaskets, or derived planes of width features, where planarity directly impacts load distribution or alignment. Both straightness and flatness may incorporate material condition modifiers like maximum material condition (MMC) for features of size, adjusting the effective zone based on size variations, but regardless, they prioritize form control independent of orientation or location.

Circularity and cylindricity

Circularity, also known as roundness, is a two-dimensional form tolerance in ASME Y14.5 that controls the shape of a cylindrical or conical feature's cross-section to ensure it approximates a perfect circle.^[41] The tolerance zone for circularity is defined as the annular space between two concentric circles in any plane perpendicular to the feature's axis, within which the entire surface profile must lie.^[42] This zone applies independently at every cross-section along the feature's length, controlling local deviations from roundness without regard to orientation or location.^[41] The width of this tolerance zone is specified by the tolerance value t, such that the radial difference between the outer and inner circles satisfies r_{\text{outer}} - r_{\text{inner}} = t.^[41] As a form tolerance, circularity is independent of the feature's size, meaning it must be met at any actual size within the basic dimension limits, and it requires no datum references since it evaluates the intrinsic shape of the feature alone.^[42] It primarily addresses rotational form errors, such as lobing or ovality, complementing linear controls like straightness in maintaining overall feature integrity.^[41] Cylindricity extends circularity to a three-dimensional form tolerance, controlling the overall cylindrical shape of a feature by ensuring all points on its surface conform to a perfect cylinder.^[41] The tolerance zone for cylindricity is the space between two coaxial cylinders along the entire length of the feature, within which the surface must lie, thereby regulating both local circularity at each cross-section and axial straightness or taper.^[43] Like circularity, the zone's radial width equals the specified tolerance value t, applied uniformly without datum references or size dependency.^[41] This tolerance ensures comprehensive control of the feature's form, preventing deviations that could affect assembly or function in applications such as shafts and bores.^[43]

Orientation tolerances

Perpendicularity

Perpendicularity is an orientation tolerance in ASME Y14.5 that controls the condition where a surface, axis, or center plane of a feature is oriented at 90 degrees to a specified datum feature.^[44]^[45] This tolerance ensures that the referenced feature maintains a right angle relative to the datum, which is essential for functional assembly and performance in mechanical designs.^[46] The tolerance zone for perpendicularity varies depending on the feature type. For a surface, it consists of two parallel planes separated by the tolerance value, both oriented perpendicular to the datum plane or axis, within which the entire surface must lie.^[44]^[45] For an axis or center plane derived from a feature of size, the zone is a cylinder (for axes) or a pair of parallel planes (for center planes) perpendicular to the datum, with the derived axis or plane required to remain inside the zone.^[44]^[46] As defined in Section 6 of ASME Y14.5-2018, perpendicularity requires at least one datum reference to establish the orientation basis, typically a primary datum plane or axis.^[2]^[46] When applied to a feature of size, the maximum material condition (MMC) modifier may be specified, which permits a bonus tolerance as the actual size of the feature departs from MMC toward least material condition (LMC).^[44]^[45] The effective tolerance is calculated as the stated tolerance value plus the bonus, where bonus equals the difference between the actual feature size and its MMC size (bonus = actual size - MMC size).^[44]^[45] This adjustment provides additional allowable deviation when the feature is undersized relative to MMC, enhancing manufacturability without compromising function.^[44]

Angularity and parallelism

Angularity and parallelism tolerances in ASME Y14.5 control the orientation of features relative to a datum reference frame (DRF) at specified angles, ensuring precise angular relationships beyond perpendicularity. These tolerances define zones that limit allowable deviation in orientation, promoting functional interchangeability in manufactured parts.^[4] Angularity establishes an exact angle, other than 90°, between a feature and a datum using a basic dimension with no tolerance on the angle itself. The tolerance zone for a surface consists of two parallel planes spaced apart by the tolerance value, oriented at the basic angle to the DRF; all points on the feature must lie between these planes.^[47]^[48] For features of size, such as axes, the zone may form a cylinder of diameter equal to the tolerance value, though this application is less common due to measurement challenges.^[47] The uniform boundary zone width equals the specified tolerance value, providing a consistent linear control regardless of the angle.^[47] This zone structure is analogous to that of perpendicularity but rotated to the designated basic angle.^[48] In the 2018 revision of ASME Y14.5, angularity tolerances were clarified for application in compound angular relationships, particularly when multiple datums define the DRF, ensuring the zone aligns properly with the composite orientation.^[49] Additionally, the standard permits the angularity symbol as an alternative to specify parallelism or perpendicularity controls, offering flexibility in documentation while maintaining equivalent functional requirements.^[49]^[48] Parallelism, a specific orientation tolerance, requires a feature to maintain a 0° or 180° relationship to a datum, effectively controlling coplanarity or coaxiality without angular deviation. The tolerance zone comprises two parallel planes (or lines for 2D features) oriented parallel to the datum, with spacing equal to the tolerance value; the entire feature must reside within this zone.^[50]^[51] For surfaces, this refines control beyond basic size dimensions under Rule #1, acting similarly to flatness but relative to the datum plane.^[51] When applied to features of size, such as axes, the zone becomes a cylinder parallel to the datum axis, with the tolerance not exceeding the feature's size tolerance at maximum material condition.^[50]^[51] Like angularity, the zone's uniform width matches the tolerance value, emphasizing orientation over location.^[50] These tolerances are typically specified in a feature control frame referencing the applicable datums, with the basic angle (for angularity) or implied 0°/180° (for parallelism) ensuring the DRF establishes the reference orientation.^[48] Measurement often involves aligning the part to the datum and verifying deviation using indicators or coordinate measuring machines oriented to the specified angle.^[47]^[50]

Location tolerances

Position

In ASME Y14.5-2018, the position tolerance, detailed in Section 7, controls the location of a feature by defining the permissible variation from its true position, which is the theoretically exact location of the feature's axis or center plane as established by basic dimensions relative to the datum reference frame (DRF).^[29] This tolerance applies to individual features or patterns of features, ensuring functional assembly and interchangeability in manufacturing. Unlike coordinate tolerancing, position tolerance uses a uniform zone shape for more efficient control, prioritizing the functional relationship to datums over Cartesian deviations. The tolerance zone for position varies by feature type: for axes of cylindrical features (such as holes or pins), it forms a cylinder of diameter equal to the specified tolerance value, centered on the true position and extending the full length of the feature; for center planes of slot-like features, it consists of a strip between two parallel planes separated by the tolerance distance.^[29] When applied to patterns of features, such as bolt hole arrays, composite position tolerances may be used, with the upper segment controlling the location of the entire pattern relative to the DRF and the lower segment governing the orientation and spacing within the pattern itself.^[29] The zone is typically circular and denoted by the diameter symbol (⌀) preceding the value; omitting this symbol results in a non-circular zone, such as a square, which is less common and provides non-uniform control—allowing greater variation in diagonal directions (up to approximately 41% more maximum radial deviation)—making the circular zone preferable for round features as it offers more efficient, uniform tolerancing equivalent to about 57% more usable tolerance when matched for worst-case assembly conditions.^[29]^[52] A key update in the 2018 edition of ASME Y14.5 removed the symbols and concepts for concentricity and symmetry tolerances, subsuming their functions under position tolerance for more precise and versatile control of coaxial or coplanar features.^[13] Position can now be specified at maximum material condition (MMC) or least material condition (LMC) with modifiers, allowing bonus tolerance as the feature departs from MMC to accommodate assembly clearances without overconstraining size.^[29] For applications in assemblies, such as threaded fasteners or projected pins, the projected tolerance zone extends the cylindrical zone outward from the part surface by a specified height, ensuring sufficient engagement length despite positional variation.^[53] The deviation from true position is calculated using the Euclidean distance in the plane perpendicular to the DRF, ensuring the feature axis lies within the tolerance zone. For a circular zone in two dimensions, the position deviation d must satisfy:

d = \sqrt{(X - X_b)^2 + (Y - Y_b)^2} \leq \frac{T}{2}

where (X, Y) are the actual coordinates of the feature axis, (X_b, Y_b) are the basic (true) coordinates, and T is the specified position tolerance diameter.^[54] This formula yields the radial deviation, which is doubled to obtain the full diametric tolerance for verification, emphasizing the zone's cylindrical nature over linear measurements.^[55]

Concentricity and symmetry

In ASME Y14.5, concentricity and symmetry were legacy location tolerances used to control the alignment of features relative to datums, but they were removed from the standard in the 2018 edition due to frequent misinterpretation and ambiguity in application.^[56]^[57] These tolerances are now retained solely for reference to interpret legacy drawings and are no longer permitted as standalone symbols; instead, their intent is achieved through the position tolerance applied at regardless of feature size (RFS).^[22]^[14] Concentricity controlled the condition where the axis of a cylindrical feature of size must coincide with the axis of a specified datum feature within a cylindrical tolerance zone of diameter equal to the specified tolerance value.^[58] For legacy applications, this meant that the derived median points along the feature's axis had to lie entirely within the zone, ensuring central alignment without regard to feature size variations or form errors.^[59] The maximum allowable deviation of the feature axis from the datum axis was thus limited to half the tolerance value, expressed as:

\text{Deviation from common axis} \leq \frac{\text{Tolerance value}}{2}

This equation reflects the radial offset constraint within the cylindrical zone for pre-2018 usage.^[58] Symmetry, similarly deprecated, controlled the median plane of a slot or other bilateral feature of size to lie within two parallel planes equidistant from and parallel to a specified datum plane, with the total width of the zone equal to the tolerance value.^[60] In practice, this ensured that the feature's center plane bisected the tolerance zone symmetrically relative to the datum, focusing solely on locational uniformity across the plane without addressing orientation or size.^[61] Like concentricity, symmetry was eliminated in 2018 because it provided incomplete control—overlooking functional aspects like tilt or taper—that could be more precisely managed via position tolerance at RFS.^[22]

Profile tolerances

Profile of a line

Profile of a line is a geometric tolerance that defines allowable variation for a line element or a cross-section of a surface, ensuring it conforms to a specified theoretical profile. This tolerance applies to two-dimensional features, such as curves or straight lines in a plane, and is particularly suited for controlling irregular or complex contours that cannot be adequately managed by basic form tolerances like straightness or circularity. In ASME Y14.5-2018, profile of a line is addressed in section 11, where it serves as a versatile control for features derived from basic dimensions on engineering drawings.^[62]^[63] The tolerance zone for profile of a line consists of two parallel boundary lines (or curves) separated by the specified tolerance value, within which all points of the considered line must lie; for uneven profiles, the zone may vary in width along the feature if explicitly defined using unequal distribution or other modifiers. This zone is established relative to the true profile, which is defined by basic dimensions, and can be bilateral (equal distribution on both sides) or unilateral (all allowance on one side) to accommodate design intent, such as clearance or fit requirements. The zone width is equal to the tolerance value provided in the feature control frame, with the boundaries tangent to the basic profile curve, ensuring precise conformance without excessive material condition implications unless size is separately controlled.^[64]^[65]^[62] Depending on datum references, profile of a line controls the form, orientation, and location of the line element: without datums, it primarily governs form; one or two datums add orientation control; and two or three datums enable full location control relative to the established datum reference frame. It is especially useful for complex curves, such as those on turbine blades or aerodynamic surfaces, where cross-sectional variations must be tightly regulated to maintain functional performance. For instance, in an extruded feature with varying profiles, multiple profile of a line callouts can refine control at specific slices, preventing deviations that might affect assembly or aerodynamics.^[64]^[65]^[62]

Profile of a surface

The profile of a surface tolerance in ASME Y14.5 controls the form, orientation, location, and size of a surface relative to specified datums or a basic profile, ensuring that all points on the actual surface conform to the intended three-dimensional geometry.^[66] This tolerance is particularly versatile for defining complex, irregular shapes such as aerodynamic contours or molded components, where traditional form tolerances like flatness or cylindricity may be insufficient.^[66] Unlike simpler controls, it applies to the entire surface, providing comprehensive geometric constraint without relying on size dimensions alone.^[67] The tolerance zone for profile of a surface is a three-dimensional volume bounded by two offset surfaces parallel to the true profile, typically bilateral and equidistant at half the tolerance value (t/2) on either side, though unilateral or unequal distributions are possible with modifiers.^[68] The all-around symbol (∘) may be used to indicate full circumferential control around the feature, extending the zone uniformly without datum references.^[66] This zone ensures that the surface maintains uniformity relative to the idealized shape defined by basic dimensions in the drawing or model.^[67] Mathematically, the tolerance zone is defined such that for any point P_S on the actual surface, there exists a point P_N on the nominal (true) profile surface and a scalar u satisfying -t^- \leq u \leq t^+, where P_S = P_N + \mathbf{n} u, \mathbf{n} is the unit normal vector to the nominal surface at P_N, and t^+ + t^- = t (the total tolerance value).^[69] For bilateral cases, t^+ = t^- = t/2, meaning all surface points must lie within this offset boundary to conform.^[69] In the 2018 revision of ASME Y14.5, profile of a surface tolerances were expanded to better support model-based definition (MBD), integrating with Y14.41 for 3D annotations and introducing the dynamic profile modifier (a triangular symbol) to control form, orientation, and location independently of size for non-cylindrical features.^[14] This update also standardized the circle U modifier as the sole method for specifying unequal bilateral tolerances, enhancing readability and inspection in digital environments.^[14] Building briefly on profile of a line, which controls two-dimensional cross-sections, profile of a surface extends this to full 3D coverage for broader applications.^[66]

Runout tolerances

Circular runout

Circular runout is a geometric tolerance in ASME Y14.5 that controls the functional variation of a surface of revolution, specifically the radial deviation of circular elements relative to a specified datum axis when the part is rotated 360 degrees.^[70] It applies to individual cross-sections perpendicular to the datum axis, capturing combined effects of form (such as circularity) and orientation (such as coaxiality) within a single plane, ensuring the surface remains within limits for rotational accuracy.^[71] This tolerance is particularly useful for features like shafts, bores, and gears where precise radial positioning is critical to prevent vibration or misalignment during operation.^[72] The tolerance zone for circular runout on cylindrical or conical features consists of two coaxial circles in each cross-section, separated radially by the tolerance value and aligned with the datum axis; all points on the controlled surface in that plane must lie between these boundaries.^[1] For planar features perpendicular to the datum axis, the zone consists of two concentric circles in the plane of the feature, centered on the datum axis, with the radial separation equal to the tolerance value, controlling wobble of the surface elements.^[1] A datum reference is always required, typically established by a cylindrical feature or pattern to define the axis of rotation, and the tolerance is specified at regardless of feature size (RFS) without material condition modifiers.^[4] Circular runout is detailed in Section 12 of ASME Y14.5-2018, where it is measured using a dial indicator or similar device mounted perpendicular to the surface; the runout value is the maximum total indicator reading (TIR) obtained during one full rotation, which must not exceed the specified tolerance (e.g., Runout = max TIR ≤ tolerance value).^[1] This measurement method verifies compliance by simulating the part's operational rotation, with the datum axis serving as the reference for all readings. For example, on a shaft with a 0.010-inch circular runout tolerance relative to datum A, the indicator variation at any cross-section must stay within ±0.005 inches radially from the true axis.

Total runout

Total runout is a composite geometric tolerance in ASME Y14.5 that controls the form, orientation, location, and circular runout of all points on a surface relative to a specified datum axis, ensuring the entire feature maintains uniformity during rotation.^[73] It applies simultaneously to both circular elements (perpendicular to the datum axis) and longitudinal elements (parallel to the datum axis), addressing variations such as circularity, cylindricity, straightness, and coaxiality for the controlled surface.^[73] Unlike circular runout, which evaluates individual cross-sections, total runout encompasses the full length of the feature for comprehensive control.^[73] The tolerance zone for total runout on cylindrical features consists of two coaxial cylinders separated radially by the specified tolerance value, with the zone centered on the datum axis and extending along the entire feature length.^[73] All surface points must lie within this cylindrical zone when the part rotates 360 degrees about the datum, limiting both radial and axial deviations across the feature.^[73] For conical features, the zone adapts similarly, maintaining coaxiality with the datum while accommodating the taper.^[73] Total runout represents the strictest form of runout control, as it imposes a single tolerance value on the cumulative effects over the whole surface without allowances for maximum material condition (MMC) or least material condition (LMC); it applies exclusively at regardless of feature size (RFS).^[73] It is typically specified for cylindrical or conical surfaces, such as shafts or rotating components, where precise alignment and minimal wobble are critical.^[73] The variation is assessed using full indicator movement (FIM) with a dial indicator along the feature length, where the total runout is the maximum difference in indicator readings during rotation at multiple axial positions. The condition for compliance is given by:

\text{FIM} \leq t

where t is the specified total runout tolerance value, ensuring the cumulative radial and axial variation does not exceed t across the feature.^[73] This measurement captures the overall geometric integrity without isolating form errors from positional ones.^[73]

Applications

In engineering drawings

In engineering drawings, ASME Y14.5 specifies that geometric dimensioning and tolerancing (GD&T) elements, such as feature control frames, must be placed directly adjacent to the features they control to ensure clear association and readability.^[4] These frames, which contain the geometric tolerance symbol, tolerance value, any modifiers, and datum references, are connected via leader lines to the specific feature, such as a hole or surface, preventing ambiguity in interpretation.^[4] Datum feature symbols, denoted by capital letters in triangular frames, are similarly applied to edges, surfaces, or axes on the drawing, often using extension lines or direct placement to identify the physical features used for establishing datums.^[27] The standard outlines rules for applying GD&T across various drawing views to maintain consistency in orthographic projections. In multi-view orthographic drawings, tolerances like profile of a line or surface require the true profile to be shown in an appropriate view, ensuring that all necessary geometric controls are visible without distortion.^[4] For sectional views, datum references can be applied to cut surfaces or implied features, with the section lines clearly indicating the datum plane's location to avoid misaligning the reference frame. Broken-out sections follow similar principles, where partial views expose internal features for tolerancing, and datum labels must align with the visible geometry to preserve the intended precedence. ASME Y14.5 integrates with ASME Y14.1, which governs drawing sheet sizes and formats, to provide a uniform layout for annotating GD&T on engineering drawings.^[3] For instance, annotated drawings typically feature GD&T symbols and frames aligned with standard line weights and lettering per Y14.1, as seen in examples where position tolerances are applied to hole patterns relative to datum edges on A-series sheets.^[3] This coordination ensures that tolerances are presented clearly within the constrained space of 2D sheets. Common pitfalls in applying ASME Y14.5 to engineering drawings include over-specifying datums by referencing unnecessary features, which complicates inspection and increases costs without adding functional value.^[74] Another frequent error is ignoring datum precedence, such as applying redundant orientation tolerances (e.g., perpendicularity alongside position) that conflict with the hierarchical datum reference frame, leading to ambiguous manufacturing instructions.^[74] To mitigate these, designers should limit datum references to those essential for degrees of freedom and verify controls against the standard's rules for non-redundancy.^[75]

In model-based definition

In model-based definition (MBD), ASME Y14.5 principles are adapted to embed geometric dimensioning and tolerancing (GD&T) directly into 3D CAD models as product manufacturing information (PMI), serving as the authoritative source for product specifications without relying on separate 2D drawings.^[76] This integration allows GD&T symbols, datums, and tolerance specifications to be annotated semantically within the digital model, enabling downstream processes like manufacturing and quality control to access a unified, unambiguous dataset.^[13] The 2018 edition of ASME Y14.5 introduces enhancements for 3D environments, including semantic definitions for datums that emphasize non-ambiguous stabilization protocols, where a datum is derived from the feature's true geometric counterpart—a perfect form that minimizes separation from the actual surface using methods like coordinate measuring machine (CMM) simulation.^[13] Tolerance zones are explicitly defined within the model's coordinate space, supporting dynamic profile tolerances that apply independently of size constraints and clarifying modifiers like "all over" for uniform application across entire 3D surfaces.^[13] These updates incorporate more 3D visualizations and absorb elements from ASME Y14.41, which standardizes the presentation of PMI in digital product definition data practices.^[13] ASME Y14.5 aligns with ASME Y14.41 to facilitate MBD workflows, where GD&T annotations in 3D models support automated inspection by providing machine-readable semantics for verification tools.^[76] This compatibility ensures that tolerance zones and datum references are interpretable in model space, streamlining validation in computer-aided inspection systems.^[76] Key advantages of applying ASME Y14.5 in MBD include reduced errors from discrepancies between drawings and models, as all specifications reside in a single digital artifact, and enhanced simulation capabilities for tolerance stack-up analysis directly in the 3D environment. General rules from the standard, such as feature control frames, are adapted to 3D by leveraging PMI semantics for precise geometric control.^[13]

References

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[56]
Symmetry - GD&T Basics
Nov 4, 2014 · GD&T Symmetry is a 3-Dimensional tolerance that is used to ensure that two features on a part are uniform across a datum plane.
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Symmetry (GD&T) Explained - Fractory
Feb 22, 2022 · Symmetry is a complex 3D GD&T callout that ensures that one or more part features are symmetric across a datum plane.
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GD&T Symbol - Profile of a Line | ASME Y14.5 Symbols - Tec-Ease
Profile of a line is a 2-D tolerance zone which controls each line within the feature's surface. Common applications include controlling individual slices ...Missing: definition | Show results with:definition
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Profile of a Line - GD&T Basics
Profile of a line describes a tolerance zone around any line in any feature, usually of a curved shape.
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Profile of a Line (GD&T) Explained - Fractory
Jun 21, 2022 · The profile of a line tolerance is a 2D GD&T callout that can define and control a linear/curved feature or a surface cross-section within specified limits.Missing: 8 | Show results with:8
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Profile of a Surface - GD&T Basics
Profile of a surface describes a 3-Dimensional tolerance zone around a surface, usually which is an advanced curve or shape.
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Profile of a Surface (GD&T) Explained - Fractory
May 10, 2022 · The surface profile tolerance zone consists of two parallel planes, bilaterally disposed on each side of the ideal curved surface (aka the true ...What Is the Profile of a Surface... · IV Profile of a Surface Feature...
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Profile of a Surface - Hexagon Manufacturing Intelligence Help Center
By default (without any modifiers), the tolerance zone is equal bilateral. This means that half of the tolerance value is on each side of the nominal surface:.
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None
Summary of each segment:
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Runout - GD&T Basics
Dec 16, 2014 · 2-Dimensional circular tolerance zone that is defined by a datum axis where all points on the called surface must fall into. The zone is a ...Missing: key | Show results with:key
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Circular Runout (GD&T) Explained | GD&T Symbols - Fractory
Jan 26, 2021 · The tolerance zone is between the outer and inner rings on a 2D plane. The middle circle represents the actual diameter of the shaft. The ...Missing: 9 | Show results with:9
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GD&T Symbol - Circular Runout | ASME Y14.5 Symbols - Tec-Ease
Circular runout tolerance zones for cylindrical features are now defined as 2 circles coaxial to each other and the datum axis, as well as normal to the datum ...Missing: 9 | Show results with:9
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https://docs.hexagonmi.com/pcdmis/2020.2/en/helpcenter/mergedProjects/core/geometric_tolerances/Profile_of_a_Surface.htm
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What Not to Do: Avoiding Common Errors in GD&T Drawings
Feb 5, 2024 · In this series, we will explore the most common errors that we see in implementing GD&T on engineering prints, and provide you with ...
[70]
Misused & Misunderstood: Common GD&T and Datum Pitfalls on ...
Sep 26, 2025 · This article highlights some of the most common missteps in applying GD&T and datum features, mistakes that frustrate machinists, puzzle quality ...Missing: ASME Y14. 5
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MBE PMI Validation and Conformance Testing Project | NIST
Sep 24, 2013 · ASME Y14.5 defines the symbology used for specifying PMI. ASME 14.41 specifies how to present PMI in 2D and in 3D. The most current versions of ...