Moments of Inertia vs. Reliability Analysis Utilizzo e statistiche

If you need a beam's moments of inertia, cross sectional area, centroid, or radius of gyration, you need this app. This app was created to assist you in these calculations and to ensure that your beam section calculations are fast and accurate. Simply select from the available geometries, enter in the required dimensions and the answers will be generated complete with the formulae. You can also easily print or email a PDF of your results along with a schematic of the beam's cross section. Moments of Inertia Features: - Designed for use on all sizes of the iPhone, iPod Touch, and iPad - Extremely flexible unit system that has the ability to perform unit conversions on the output - Save multiple cases of each solution for later reference - Printing Capability - Ability to email a PDF of the Cross Section Schematic, Inputs, Equations, and Results The properties calculated include are: - Moments of Inertia about the x & y axes - Polar Moment of Inertia - Radius of Gyration - Centroids - Area - Section Modulus Moments of Inertia calculates the properties and displays the equations for many sections including: • Rectangles • Hollow Rectangles • Circles • Hollow Circles • Semicircles • Quarter Circles • Ellipses • Triangles • I Beams • Tee Sections • Channel Sections • Unequal-Legged Angle Check out our other engineering apps by searching the iTunes store for: • Pressure Vessel Pro • Mohr's Circle • Stress Concentrations Pro • Stress Intensity Factors Pro or search J.R.Hobbs to see them all.
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Weibull 2-parameter reliability analysis. The application takes as input the results of a reliability testing campaign (failures & usage metrics e.g. hours, Km, etc) and calculates the Weibull distribution parameters which fit the failures. This produces the model for reliability calculation versus time. The methodology used is Linear Rank Regression. Currently the application doesn't consider suspensions during testing. This will be accommodated in future release.
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Moments of Inertia VS.
Reliability Analysis

23icembre d, 2024