Engineering Design Data: Menu - mechanical-tolerances

 
Mechanical Tolerances
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General ISO Geometrical Tolerances Per. ISO 2768
The following are general geometrical tolerances per. ISO 2768 for the following: Linear Dimensions, External Radius and Chamfer Heights, Straightness and Flatness, Perpendicularity, Symmetry, Runout | GD&T Trainng Tolerances
Standard Tolerance Limits Fits ANSI B4.1
This Standard defines preferred Tolerances for limits and fits for nonthreaded cylindrical features and defines specific sizes, fits, tolerances, and allowances for use where they are applicable. The ANSI B4.1 tolerance charts are provided in thousandths (.001) of an inch.
Geometric Metrology, Dimensional Tolerances Inspection and Practices in Manufacturing Fundamentals
Geometric Metrology, Dimensional Tolerances Inspection and Practices in Manufacturing Fundamentals Reference manual book. Subscription only
Limited Dimension Drawings LDD, Critical Feature Drawings CFD
Limited Dimensiong Drawings LDD, also called Critical Feature Drawings CFD presentation requires a paid premium monthly or annual membership for access.
Quick Guide to the Differences Between ASME Y14.5-2009 and ISO 1101
Documents goal is to overview the differences between ASME Y14.5-2009 and ISO 1101 Geometric Dimensioning and Tolerancing (GD&T) standards.
Excel Engineering Calculator Downloads
Excel engineering calculator downloads and applications
Geometric Boundaries II, Interpretation and Application of GD&T Reference and Training Manual
Online GD&T Geometric Dimensioning and Tolerancing Interpretation and Application per ASME Y14.5-2009 Reference manual book. Subscription only
MMC vs Feature Size Tolerance Chart Calculator External Feature
This calculator tool will create a Geometric Size vs MMC Tolerance Chart for extneral diameters and other features of size.
Maximum Material Size Feature Size Tolerance Calculator
Graph a printable Geometric actual as built Size vs MMC Tolerance Chart.
Standard Deviation Equation and Calculator
This calculator will determine the Standard Deviation from a know set of measurements. The mathematical formula used calculates one standard deviation, which represents approximately 32 per cent of the points that will fall within the normal curve, as shown in Fig. a.
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