ALTASolverLSR Enumeration: Difference between revisions

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*Arrhenius  {{APIComment|Reciprocal X = 1/V transformation (Arrhenius life-stress relationship).}}
*Arrhenius  {{APIComment|Reciprocal X = 1/V transformation (Arrhenius life-stress relationship).}}
*Power      {{APIComment|Logarithmic X = ln[V] transformation (inverse power law life-stress relationship).}}
*Power      {{APIComment|Logarithmic X = ln[V] transformation (inverse power law life-stress relationship).}}
== Usage Example ==
This example demonstrates how to add a stress and set its stress transformation.
{{APIComment|'Declare the ALTADataSet. See [[ALTADataSet Constructors]].}}
  Dim ALTADS as New ALTADataSet
 
{{APIComment|'Add a new stress.}}
  ALTADS.AddStressDefinition("Stress1")
 
{{APIComment|'Set the stress transformation for the first stress. See [[ALTASolverLSR_Enumeration|ALTASolverLSR]].}}
  ALTADS.StressRelation(0) = ALTASolverLSR.Arrhenius

Revision as of 23:33, 19 March 2014


Specifies the stress transformation that will be applied to a new stress. Used to set the ALTADataSet.StressRelation property.

In ALTA, these options are found in the Stress Transformation window.

Members

  • Exponential None X = V transformation (exponential life-stress relationship).
  • Arrhenius Reciprocal X = 1/V transformation (Arrhenius life-stress relationship).
  • Power Logarithmic X = ln[V] transformation (inverse power law life-stress relationship).

Usage Example

This example demonstrates how to add a stress and set its stress transformation.

 'Declare the ALTADataSet. See ALTADataSet Constructors. 
 Dim ALTADS as New ALTADataSet
 
 'Add a new stress. 
 ALTADS.AddStressDefinition("Stress1")
 
 'Set the stress transformation for the first stress. See ALTASolverLSR. 
 ALTADS.StressRelation(0) = ALTASolverLSR.Arrhenius