Weibull++ Examples: Difference between revisions
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*[[Standard_Folio_Plots|Standard Folio Plots]] | *[[Standard_Folio_Plots|Standard Folio Plots]] | ||
* Competing Failure Modes Analysis | * Competing Failure Modes Analysis | ||
:* Two Failure Modes Example | :* Two Failure Modes Example | ||
:* [[Complex_Failure_Modes_Example|Complex Failure Modes Example]] | :* [[Complex_Failure_Modes_Example|Complex Failure Modes Example]] | ||
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===Degradation Data Analysis=== | ===Degradation Data Analysis=== | ||
* Crack Propagation Example (Point Estimation) | * Crack Propagation Example (Point Estimation) | ||
===Recurrent Event Data Analysis=== | ===Recurrent Event Data Analysis=== | ||
*[[Example:_Parametric_RDA_-_Air_Condition_Unit|Parametric RDA - Aircraft Air Condition Unit]] | *[[Example:_Parametric_RDA_-_Air_Condition_Unit|Parametric RDA - Aircraft Air Condition Unit]] | ||
*[[Non_Parametric_RDA_MCF_Example|Non-Parametric RDA - Mean Cumulative Function (MCF) Example]] | *[[Non_Parametric_RDA_MCF_Example|Non-Parametric RDA - Mean Cumulative Function (MCF) Example]] | ||
*Non-Parametric RDA - Manual Transmission | *Non-Parametric RDA - Manual Transmission | ||
===Stress-Strength Analysis and Life Comparison=== | ===Stress-Strength Analysis and Life Comparison=== | ||
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===Warranty Data Analysis=== | ===Warranty Data Analysis=== | ||
* [[Warranty_Data_Analysis_Dates_Format_Example|Dates of Failure Format Warranty Analysis]] | * [[Warranty_Data_Analysis_Dates_Format_Example|Dates of Failure Format Warranty Analysis]] | ||
* Nevada Chart Format Warranty Analysis | * Nevada Chart Format Warranty Analysis | ||
* [[Warranty_Analysis_Non-Homogeneous_Data_Example|Non-Homogeneous Data Warranty Analysis]] | * [[Warranty_Analysis_Non-Homogeneous_Data_Example|Non-Homogeneous Data Warranty Analysis]] | ||
* [[Non-Homogeneous_Data_with_Subset_IDs_Example|Statistical Process Control Example]] | * [[Non-Homogeneous_Data_with_Subset_IDs_Example|Statistical Process Control Example]] | ||
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===Utilities=== | ===Utilities=== | ||
* [[Weibull%2B%2B_Equation_Fit_Solver_Example|Equation Fit Solver Example]] | * [[Weibull%2B%2B_Equation_Fit_Solver_Example|Equation Fit Solver Example]] | ||
* Event Log Folio | * Event Log Folio | ||
* [[Maintenance Planning Example]] | * [[Maintenance Planning Example]] |
Revision as of 22:29, 15 September 2023
Reference Examples
- Weibull++ Reference Examples (demonstrate how Weibull++ solves a variety of problems from published references)
Examples
Parametric Life Data Analysis
- Simple Probability Plotting Examples: Simple Example, 3P-Weibull Example, 1P-Exponential, Normal, Lognormal
- Standard Folio Plots
- Competing Failure Modes Analysis
- Two Failure Modes Example
- Complex Failure Modes Example
Non-Parametric Life Data Analysis
- Kaplan-Meier Method
- Simple Actuarial Method.
Degradation Data Analysis
- Crack Propagation Example (Point Estimation)
Recurrent Event Data Analysis
- Parametric RDA - Aircraft Air Condition Unit
- Non-Parametric RDA - Mean Cumulative Function (MCF) Example
- Non-Parametric RDA - Manual Transmission
Stress-Strength Analysis and Life Comparison
- Stress-Strength Analysis Example
- Stress-Strength Analysis in DFR - Target Reliability Parameter Estimator
- Life Comparison Examples: Using Contour Plots or Life Comparison Tool
Warranty Data Analysis
- Dates of Failure Format Warranty Analysis
- Nevada Chart Format Warranty Analysis
- Non-Homogeneous Data Warranty Analysis
- Statistical Process Control Example
- Times-to-Failure Format Warranty Analysis
- Usage-Based Format Warranty Analysis
Test Design Examples
- Reliability Demonstration Test (RDT) Design
- Parametric Binomial - Test to Demonstrate Reliability
- Parametric Binomial - Test to Demonstrate MTTF
- Non-Parametric Binomial Test Design
- Exponential Chi-Squared Test Design
- Non-Parametric Bayesian with Prior Information from Expert Opinion
- Non-Parametric Bayesian with Prior Information from Subsystem Tests
- Expected Failure Times Plot Example
- Difference Detection Matrix Example
Utilities
- Equation Fit Solver Example
- Event Log Folio