Response Dynamics > Events
Events
Before you can perform any response evaluations, you must define one or more events. An event combines the FE model, the modal model, and the excitations, and offers features tailored to specific types of response analysis.
Depending on the type of response analysis you plan to perform, you can define a transient, frequency, random, response spectrum, DDAM, or Quasi-Static event. The type of event and the information available in the FE model and modal model determine the types of results you can evaluate.
Characteristics of event types
| Characteristic | Quasi-Static Response | Transient Response | Frequency Response | Random Response | Response Spectrum | DDAM |
|---|---|---|---|---|---|---|
| Initial conditions | N/A | Initial deformation:Static DeformationZero User Defined | N/A | N/A | N/A | N/A |
| Excitations | Static Load excitations: Distributed attachment modes scaled by Time functions with ordinate type of Unitless Scalar. | Enforced Motion excitations: Time functions of these types:DisplacementVelocity AccelerationNodal Force functions: Time functions of ForceDistributed Load excitations: Loads scaled by Time functionsTransient excitation functions must be evenly spaced. The spacing defines the time steps for the transient solution. To convert uneven functions, use Linear Interpolation, available in the Function Single Math dialog box (Tools→FTK Math Operations→Single Math). | Enforced Motion excitations: Spectrum functions of these types:DisplacementVelocityAcceleration Nodal Force excitations: Spectrum functions of ForceDistributed Load excitations: Loads scaled by Spectrum functions | Enforced Motion excitations: PSD functions of these types:DisplacementVelocity Acceleration Nodal Force excitations: PSD functions of ForceDistributed Load excitations: Loads scaled by PSD functions | Shock Response Spectrum functions of these types: DisplacementVelocity Acceleration | DDAM excitation |
| Data recovery methods | Superposition | Mode displacement or Mode acceleration | Mode displacement or Mode acceleration | Mode displacement | ABS, SRSS, NRL, CQC, NRC | N/A |
| Function responses | Nodal transient functions: Displacement, velocity, accelerationReactions Average stresses Average strain Average shell resultants Elemental transient functions:StressesShell resultants Element forces | Nodal transient functions: Displacement, velocity, accelerationReactions Average stresses Average strain Average shell resultants Elemental transient functions:StressesShell resultants Element forces Modal transient functions | Nodal frequency functions: Displacement, velocity, accelerationReactions Average stresses Average strain Average shell resultants Elemental frequency functions:StressesShell resultants Element forces Modal frequency functions | Nodal PSD functions: Displacement, velocity, accelerationReactions Average stresses Average strain Average shell resultants Elemental PSD functions:StressesShell resultants Element forces Modal PSD functions | N/A | N/A |
| Response results sets | Response at selected time points:DisplacementVelocity Acceleration Stresses Strains Shell resultants Element forces Strain energy | Response at selected time points:DisplacementVelocity Acceleration Stresses Strains Shell resultants Element forces Strain energy | Response at selected frequencies: DisplacementVelocity Acceleration Stresses Strains Shell resultants Element forces Strain energy | N/A | N/A | N/A |
| Peak value results sets | Peak value results sets | N/A | N/A | N/A | DisplacementsAccelerationsStresses Element forces Von Mises stresses | DisplacementsAccelerationsStresses Element forces Shell resultants |
| RMS values results sets | N/A | N/A | N/A | DisplacementsAccelerations Stresses Element forces Shell resultants Von Mises stresses | N/A | N/A |
| Level crossing rate results sets | N/A | N/A | N/A | DisplacementsAccelerations Stresses Element forces Shell resultants Von Mises stresses | N/A | N/A |
| Strength results sets | Calculated using the maximum effective stresses | Calculated using the maximum effective stresses | Calculated using the maximum amplitude of the Von Mises stresses | Calculated using the RMS values of the Von Mises stresses | Calculated using the peak values of the Von Mises stresses | Calculated using the peak values of the Von Mises stresses |
Where do I find it?
| Application | Pre/Post |
|---|---|
| Prerequisite | A Simulation file as the work part and displayed part |
| Command Finder | Event |
| Simulation Navigator | Right-click the Response Dynamics solution process node→New Event |
How do I
Create an event
Clone an event
Copy an event from one Response Dynamics solution process to another
Set up sequential transient events
DDAM reference acceleration and velocity
Define multipliers to adjust the standard DDAM shock coefficients
Define custom DDAM shock coefficients
Learn more
Data recovery
Required modes for each event type
Excitations in cloned or copied events
Sequential transient events (continuation restart)
Quasi-Static events
Quick links
Command reference
Pre/Post video examples
Bulk Entry Descriptions
Simcenter 3D tutorials
Browse Simcenter 3D help by product area
Events, Simcenter 3D 2021.1 Series
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Source: https://docs.sw.siemens.com/en-US/doc/289054037/PL20200601120302950.advanced/id630666 · retrieved 2026-07-17