TransformMtensor2GL

Purpose

transformation of moment tensor from plane to global reference system

Synopsis

Mg = TransformMtensor2GL (Tr0,Mv)

Description

TRANSFORMMTENSOR2GL transformation of moment tensor from plane to global reference system
  MG = TRANSFORMMTENSOR2GL (TR0,MV) function to transform the moment tensor
  from the plane to the global reference system; the plane moment tensor MV
  is supplied in vector form with component order xx,yy,xy and is returned
  in vector form MG with component order XX,YY,ZZ,XY,YZ,XZ in the global reference system X-Y-Z;
  TR0 is the rotation matrix from the global to the local reference

Cross-Reference Information

This function calls:

• Inel4nodeMindlinReShellwITC isoparametric inelastic 4 node quad Mindlin RC layer shell element with ITC
• Inel4nodeMindlinShellwITC isoparametric inelastic 4 node quad Mindlin layer shell element with ITC
• Inel4to9nodeMindlinReShell inelastic isoparametric 4-9 node quad Mindlin element with reinforcing layers
• Inel4to9nodeMindlinShell isoparametric 4-9 node quad layer shell element with inelastic material
• InelDKT inelastic discrete Kirchhoff triangle for plate bending
• LE4nodeMindlinPlate linear elastic isoparametric 4-node quadrilateral Mindlin plate element
• LE4nodeMindlinPlatewITC linear elastic isoparametric 4-node quadrilateral Mindlin plate element with ITC
• LE4nodeMindlinShellwITC linear elastic isoparametric 4-node quadrilateral Mindlin shell element with ITC
• LE4to9nodeMindlinPlate linear elastic isoparametric 4-9 node quadrilateral Mindlin plate element
• LE4to9nodeMindlinShell linear elastic isoparametric 4-9 node quadrilateral Mindlin shell element
• LECMSDKTShell linear elastic 3-node triangle with constant mebrane strain + DK bending
• LECMSDKTShell_wDDOF linear elastic 3-node triangle with constant mebrane strain + DK bending with drill DOF
• LEDKT discrete Kirchhoff 3-node triangle for plate bending with linear elastic material