Author Topic: REDUCED INTEGRATION - HOURGLASS CONTROL for 3D HEXAHEDRAL ELEMENTS  (Read 5993 times)

ikoutrom

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Hello,

I wanted to ask whether FEAP has the capability for 1-point quadrature and hourglass control in hexahedral, 3D solid elements.
If so, would it be possible to explain how I can define the properties of a solid, linear elastic material with one-point quadrature and
the hourglass stiffness values?

Thank you very much,

Yannis Koutromanos

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Re: REDUCED INTEGRATION - HOURGLASS CONTROL for 3D HEXAHEDRAL ELEMENTS
« Reply #1 on: August 17, 2013, 07:42:55 PM »
You can define the quadrature order but there is no hourglass control.
Quadrature order is set by material set with the line
QUADrature order q-int q-print
q-int is used for integration and q-print for output purposes.  See the user
manual for further details.  If you want stabilization you will have to add it
to the element.

Prof. R.L. Taylor

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Re: REDUCED INTEGRATION - HOURGLASS CONTROL for 3D HEXAHEDRAL ELEMENTS
« Reply #2 on: August 19, 2013, 08:46:10 AM »
Version 8.4 should have the mean jacobian element of Bonet and Bhargava.  The element is accessed using:

     solid
        elastic  ---- models you want
        disp stab alpha

Default for alpha is 0.0001 -- this is the parameter to stabilize the modes.

Earlier versions do not have the element.