beamStress function

beamStress

beamStress

Calculates local stress and strain for beam elements

beamStress(beamP, beamT, Y, Length, MoI, RotAng, BND)

Arguments

  • beamP: Matrix (2 x n) of beam coordinates.
  • beamT: Matrix (2 x n) containing the number of the coordinate point as shown in beamP that connect to form a given beam (Discretization table).
  • Y: Value of Young's (Elastic) modulus
  • Length: Length of beam
  • MoI: Moment of Inertia
  • RotAng: Angle of rotation
  • BND: Global nodal displacement matrix, return from function beamNodeDis

Returns

Completes FEM by calculating values of stress and strain, produces three (3) [3 x n] matrix. - BendingStress: Bending Stress

Examples

data(beamGeo) data(beamGLforce) Length = beamDime$Length MoI = beamDime$MomentofInertia RotAng = beamDime$Angle BND = beamND beamBendStress = beamStress(beamGeo$beamP, beamGeo$beamT, beamGeo$Y, Length, MoI, RotAng, BND)
  • Maintainer: Henna D. Bhramdat
  • License: GPL-2 | GPL-3
  • Last published: 2023-01-10

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