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If you mean Rigid body modes from the Modal analysis, let me explain what a rigid body mode is.
A rigid body mode is the free translation and rotation of a body with no deformation. If you have a rigid body it is not possible to calculate internal responses for applied external loads.
I hope this helps.
Hi LOKESH KATARI,
you are probably referring to Flexible body generation using the CMS modeling technique, integrated with multibody analysis if the model is set up in OptiStruct for multibody dynamics.
This method uses linear superposition of modes computed using the Component Mode Synthesis (CMS) method. Several variants of CMS exist, each attempting to accurately capture the deformations and boundary conditions with a minimum number of modes. A CMS-based flexible body contributes degrees of freedom equal to the number of CMS modes in addition to the six degrees of freedom associated with the rigid body motion. This body is able to handle small or linear deformations only.
If you are interested in theoretical background refer to the attached file.
2) is there any method other than Modal analysis??
Non-Linear Finite Element (NLFE) body:
This method uses the “Absolute Nodal Coordinate Formulation” to obtain a fully non-linear finite element representation of the flexible component. As the name suggests, this body is defined with respect to the global frame and does not have a local part reference frame like the linear flexible body. Each flexible component can be made up of several finite elements that represent flexibility in the component. Similar to traditional finite elements, this flexibility is determined by the geometric and material data specified for the elements. The NLFE body allows you to model geometric non-linearity (large deformations) as well as material non-linearity (hyper-elastic materials like rubber). Current support for the NLFE body is limited to BEAM and CABLE elements only. These elements are useful in modeling long, slender structures.
Since this representation is fully non-linear, no reduction analysis (like CMS) is required to create this body – the body can be created and modified entirely within MotionView/Optistruct without the need for any FE solver based pre-processing. For more information on the NLFE body, refer to the Body: Flexible modeling component.
Hi LOKESH KATARI,
you are probably referring to Flexible body generation using the CMS modeling technique, integrated with multibody analysis if the model is set up in OptiStruct for multibody dynamics.
This method uses linear superposition of modes computed using the Component Mode Synthesis (CMS) method. Several variants of CMS exist, each attempting to accurately capture the deformations and boundary conditions with a minimum number of modes. A CMS-based flexible body contributes degrees of freedom equal to the number of CMS modes in addition to the six degrees of freedom associated with the rigid body motion. This body is able to handle small or linear deformations only.
If you are interested in theoretical background refer to the attached file.
Non-Linear Finite Element (NLFE) body:
This method uses the “Absolute Nodal Coordinate Formulation” to obtain a fully non-linear finite element representation of the flexible component. As the name suggests, this body is defined with respect to the global frame and does not have a local part reference frame like the linear flexible body. Each flexible component can be made up of several finite elements that represent flexibility in the component. Similar to traditional finite elements, this flexibility is determined by the geometric and material data specified for the elements. The NLFE body allows you to model geometric non-linearity (large deformations) as well as material non-linearity (hyper-elastic materials like rubber). Current support for the NLFE body is limited to BEAM and CABLE elements only. These elements are useful in modeling long, slender structures.
Since this representation is fully non-linear, no reduction analysis (like CMS) is required to create this body – the body can be created and modified entirely within MotionView/Optistruct without the need for any FE solver based pre-processing. For more information on the NLFE body, refer to the Body: Flexible modeling component.
If this is what you are looking for, CMS is not a modal analysis and this can be used in structural analysis as well. To learn more, please refer to Finite Element Analysis (Superelements)
Actually I want to study the Stiffness matrix in CBN and CB Method by taking chassis and creating ASET points and using CMSMETH card
load step is generic process, i gave DMIGPCH card for stiffness output and also i am not giving any card to create h3d file
Now i want to check whether the stiffness Matrix is coming same for both the methods i.e CBN and CB methods..!!
Is my process correct ?
please help me with this
Awaiting reply
Thank You
Actually I want to study the Stiffness matrix in CBN and CB Method by taking chassis and creating ASET points and using CMSMETH card
load step is generic process, i gave DMIGPCH card for stiffness output and also i am not giving any card to create h3d file
Now i want to check whether the stiffness Matrix is coming same for both the methods i.e CBN and CB methods..!!
Is my process correct ?
please help me with this
Awaiting reply
Thank You
Actually I want to study the Stiffness matrix in CBN and CB Method by taking chassis and creating ASET points and using CMSMETH card
load step is generic process, i gave DMIGPCH card for stiffness output and also i am not giving any card to create h3d file
Now i want to check whether the stiffness Matrix is coming same for both the methods i.e CBN and CB methods..!!
Is my process correct ?
please help me with this
Awaiting reply
Thank You
Hi Lokesh,
Can you point me to the statement for