Specialist Durability > Specialist durability load events
Creating a random load event
Using the Random Event command, you can create a random load event to perform durability analysis of a model, which is exposed to a random excitation described by power spectral densities (PSD) and cross correlations.
For durability analysis of a random load event, you must define the random data source, the scaling factor, and the durability option. The random data source contains the data required for the dynamic analysis of the solution. The random load event accesses the random data source, and contains the parameters required for the durability analysis. You must also create a Local Stress State simulation object that uses linear projections, for example with critical planes. You can also define the load length and assign a temperature source to the load event.
Data source
Using the Random Data Source command, you can create the random data source, that is used to define a random event, by specifying the mode set, the vibration input, and, optionally, the correlation input and the static loads.
A mode set is a collection of structural modes that are derived from different data sources. The modes are characterized by the natural frequency, modal damping, modal mass, and mode shape vector. You can define the boundary conditions used to compute the modes contained in the mode set, or instruct the solver to extract the modal participation factors from a source file, instead of computing them.
For a vibration input, you define translational and rotational vibration inputs as free, fixed, enforced motion, nodal force, or nodal moment excitation types, and assign them to the selected nodes in specified directions. You can also correlate two vibration inputs using a cross spectral density (CSD) function that defines the similarity and dependency between the two selected vibration inputs.
Durability options
The irregularity factor of a PSD sample is defined as the number of zero crossings, or mean level crossings for a signal with a non-zero mean, divided by the number of peaks. This number falls in the range of 0 to 1. When the value of the sample is 1, it is proximate to a harmonic load, meaning the process is narrow band. When the value for the irregularity factor tends towards 0, the process is broader and additional frequencies are found in the sample.
Specialist Durability uses one of the following options to compute the probability distribution of a random load that is defined by a PSD.
Dirlik
Is recommended for typical durability loads.
Narrow band
Is an analytical method to estimate the stress range distribution. Choose this method only for narrow band loads as it would be too conservative for typical durability loads.
Equivalent sine wave
Is a simple deterministic approach that calculates an equivalent sine wave excitation of the PSD. Use this method for a fast preview analysis.
Where do I find it?
| Application | Pre/Post |
|---|---|
| Prerequisites | A Simulation file as the work part and displayed part |
| Command Finder | Random Event Random Data Source |
| Simulation Navigator | Right-click the Events node→New Event→Random EventRight-click the Random Data Sources node→Random Data Source |
| Location in dialog box | Random Event dialog box→Data Source group→Create Data Source |
How do I
Create a temperature source load for part of the model
Create a temperature source load for the entire model
Automatically create a duty cycle load event
Create a random data source
Create a vibration input
Create a random load event
Create a harmonic data source
Create a harmonic load event
Learn more
Supported solution types for load events
Creating a temperature source load
Creating a block load event
Creating a superposition event
Creating a transient event
Creating a flexible body event
Creating a duty cycle load event
Automatically creating a duty cycle load event
Creating a harmonic load event
Managing specialist durability load events
Look up more details
Modal basis in vibration load events definition
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Creating a random load event, Simcenter 3D 2021.1 Series
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Source: https://docs.sw.siemens.com/en-US/doc/289054037/PL20200601120302950.advanced/xid1754253 · retrieved 2026-07-17