19. Q modeling#

19.1. Characteristics of modeling#

Isotropic multilayer plate (5 layers in thickness). Q4G quadrangular shell element.

The user coordinate system is confused with the orthotropy coordinate system.

_images/1000000000000184000001789EB1BD72A2A1ECAA.png

Boundary conditions:

DDL_IMPO

(GROUP_NO: AB, DX: 0. , DZ: 0. , DRY :0.)

(GROUP_NO: BC, DY: 0. , DZ: 0. , DRX :0.)

(GROUP_NO: CD, DX: 0. , DZ: 0. , DRY :0.)

(GROUP_NO: DA, DY: 0. , DZ: 0. , DRX :0.)

(GROUP_NO: O, DX: 0. , BY: 0. , DRX :0. , DRY :0. , DRZ :0.)

FORCE_ARETE

(GROUP_NO: AB MY:0.)

(GROUP_NO: BC MX:0.)

(GROUP_NO: CDMY:0.)

(GROUP_NO: BY MAX:0.)

19.2. Characteristics of the mesh#

Number of knots: 171

Number of meshes and type: 144 QUAD4

19.3. Tested sizes and results#

Identification

Point \(O\) \(\mathit{M134}\)

Layer 1

\({\sigma }_{\mathit{xx}}\), \({\sigma }_{\mathit{yy}}\),,,, \({\sigma }_{\mathit{xy}}\),,, \({\sigma }_{\mathit{xz}}\), \({\sigma }_{\mathit{yz}}\) on the bottom sheet

Layer 3

\({\sigma }_{\mathit{xx}}\), \({\sigma }_{\mathit{yy}}\),,,, \({\sigma }_{\mathit{xy}}\),,, \({\sigma }_{\mathit{xz}}\), \({\sigma }_{\mathit{yz}}\) on middle sheet

Layer 5

\({\sigma }_{\mathit{xx}}\), \({\sigma }_{\mathit{yy}}\),,,, \({\sigma }_{\mathit{xy}}\),,, \({\sigma }_{\mathit{xz}}\), \({\sigma }_{\mathit{yz}}\) on top sheet

Move

Vertical arrow \(w\mathrm{=}\mathit{DZ}\)

Point \(\mathit{B1}\) \(\mathit{M122}\)

Layer 1

\({\sigma }_{\mathit{xx}}\), \({\sigma }_{\mathit{yy}}\),,,, \({\sigma }_{\mathit{xy}}\),,, \({\sigma }_{\mathit{xz}}\), \({\sigma }_{\mathit{yz}}\) on the bottom sheet

Layer 3

\({\sigma }_{\mathit{xx}}\), \({\sigma }_{\mathit{yy}}\),,,, \({\sigma }_{\mathit{xy}}\),,, \({\sigma }_{\mathit{xz}}\), \({\sigma }_{\mathit{yz}}\) on middle sheet

Layer 5

\({\sigma }_{\mathit{xx}}\), \({\sigma }_{\mathit{yy}}\),,,, \({\sigma }_{\mathit{xy}}\),,, \({\sigma }_{\mathit{xz}}\), \({\sigma }_{\mathit{yz}}\) on top sheet