Amplitudes

An amplitude curve allows arbitrary time variations of loads, boundary conditions, and temperature fields to be given throughout a step (using step time) or throughout the analysis (using total time). By default, the values of loads, boundary conditions, and temperature fields either change linearly with time throughout the step (ramp function) or are applied immediately and remain constant throughout the step (step function), depending on the step type; see Table 11–1. For more information on analysis procedures, including amplitude definition, see Analysis Procedures in the Abaqus Analysis Guide.

Table 11–1 Default amplitude variations.

StepDefault Amplitude Variation
General StaticRamp
Static Linear PerturbationRamp
RiksRamp
Explicit DynamicsStep
Heat Transfer (transient)Step
Heat Transfer (steady-state)Ramp

However, many problems require a more elaborate definition of time variation for prescribed variables according to their type and the type of step in which they are used. For example, different amplitude curves can be used to specify time variations for different loadings. One common example is the combination of thermal and mechanical load transients: usually the temperatures and mechanical loads have different time variations during the step. Different amplitude curves can be used to specify each of these time variations. Amplitude curves can be referred to by any number of boundary conditions, loads, and predefined fields.

If a boundary condition, load, or predefined field refers to an amplitude curve and is not redefined in subsequent steps, the following rules apply:

The following amplitude types can be defined in Abaqus for CATIA V5:

Creating Tabular Amplitudes: Defines a tabular time variation for use with boundary conditions, loads, or temperature fields.

Creating Smooth Step Amplitudes: Defines a tabular time variation with a smoothing algorithm applied near each data point for use with boundary conditions, loads, or temperature fields.