ALTA Reference Examples: Difference between revisions
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{{Banner ALTA Reference Examples}}__NOTOC__ | {{Banner ALTA Reference Examples}}__NOTOC__ | ||
== | |||
==Single-Stress QALT Analysis== | |||
* [[Arrhenius-Exponential Model]] | * [[Arrhenius-Exponential Model]] | ||
* [[Arrhenius-Lognormal Model]] | * [[Arrhenius-Lognormal Model]] | ||
* [[Arrhenius-Lognormal Model for Interval Data]] | |||
* [[Arrhenius-Lognormal Model for Interval Data with Activation Energy]] | |||
* [[Inverse Power Law (IPL)-Lognormal Model]] | * [[Inverse Power Law (IPL)-Lognormal Model]] | ||
==Multi-Stress QALT Analysis== | |||
* [[Temperature-Nonthermal (TNT)-Weibull Model]] | |||
* [[General Log-Linear (GLL)-Weibull Model]] | |||
* [[Norris-Landzberg-Exponential Model]] | |||
==QALT with Stress Profiles== | |||
* [[Cumulative Damage Model for Step Stress Profiles]] --> pending | |||
* [[Cumulative Damage Model for Progress Stress Profiles]] --> pending | |||
==Accelerated Life Test Plans== | |||
* [[Two Level Optimum Test Plan for One Stress]] | * [[Two Level Optimum Test Plan for One Stress]] | ||
* [[Three Level Compromise Test Plan for One Stress]] | * [[Three Level Compromise Test Plan for One Stress]] | ||
* [[Optimal Test Plan for Two Stresses]] | * [[Optimal Test Plan for Two Stresses]] | ||
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Single-Stress QALT Analysis
- Arrhenius-Exponential Model
- Arrhenius-Lognormal Model
- Arrhenius-Lognormal Model for Interval Data
- Arrhenius-Lognormal Model for Interval Data with Activation Energy
- Inverse Power Law (IPL)-Lognormal Model
Multi-Stress QALT Analysis
- Temperature-Nonthermal (TNT)-Weibull Model
- General Log-Linear (GLL)-Weibull Model
- Norris-Landzberg-Exponential Model
QALT with Stress Profiles
- Cumulative Damage Model for Step Stress Profiles --> pending
- Cumulative Damage Model for Progress Stress Profiles --> pending
Accelerated Life Test Plans
- Two Level Optimum Test Plan for One Stress
- Three Level Compromise Test Plan for One Stress
- Optimal Test Plan for Two Stresses
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