Starpoint Software Inc.

Starpoint Software Inc.

- Mohr-Coulomb Failure Analysis and Graphing for Windows

0

Improved Data Entry -- Spreadsheet-style data entry interface simplifies data input.  Enter data as weight retained and percent passing is calculated automatically. Improved Clipboard Support -- Data entry is simplified with clipboard support for cut/copy/paste of samples and graph pages. Support for Unicode character sets.

  • Unlimited number of samples per graph
  • Unlimited number of graphs per document (prints one graph per page)
  • Print graphs with choice or page margins, headers, footers, and graph borders
  • Insert MohrView plots into OLE containers such as Word or Excel
  • Display a text annotation on each graph in a moveable, and customizable text box
  • Display individual sample labels, or a moveable, customizable legend key, or both
  • Select fonts, and colors for each graph
  • Extremely easy to use, and very fast program operation
  • Set maximum and minimum values for each axis, specify axis origin.
  • Moveable labels on graphs
  • Many calculations displayed with commonly used Greek symbols
  • Display full circle or semi-circle
  • Select different stress units for each graph, including support for custom stress units
  • Display a unique title for each graph
  • Easy-to-use Windows features such as print preview,
  • Context-sensitive on-line help
  • Import data from, or export data to, a tab-delimited ASCII text file

  • Stresses at the Pole
  • Maximum obliquity angle
  • Stresses on a plane from principal stresses and plane angle
  • Principal stresses from stresses on a plane and plane angle
  • Plane angle from principal stresses and normal stress on a plane
  • Plane angle from principal stresses and shear stress on a plane
  • Resultant stress on the plane
  • Major stress from minor stress, phi, and cohesion
  • Minor stress from major stress, phi, and cohesion
  • Cohesion from minor stress, major stress, and phi
  • Phi from minor stress, major stress, and cohesion
  • Failure stresses from principal stresses and coulomb envelope
  • Major principal stress from shear failure stress and phi angle
  • Minor principal stress from shear failure stress and phi angle
  • Major principal stress from normal failure stress and coulomb envelope
  • Minor principal stress from normal failure stress and coulomb envelope

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