Sensitivity Analysis
Multiple Simulations
causal correlation analysis using bayesian neural networks
graph based algorithms can be used for causal assessment and deep analysis
CAUSALITY
- Transition to graph based meta models enables considerations of interactions
- Using conditional probability models
- Perform conditional correlation analysis
Clustering
- find similar deformation patterns
- get quick overview of your data
- multiple methods available like hierarchical clustering, distance based clustering (e.g. k-means), density based spatial clustering or spectral clustering
clustering of full vehicle deformation pattern
variance analysis on clustered geometry of a dodge ram
statistics
- multiple descriptive statistical methods available
- evaluation over time, spatial or across simulations
- arbitrary entities from nodes to components or selections
projection
- Project high dimensional deformation pattern on a 2D map
- Fast assessment of deviations or bifurcations also over time
- Use multiple methods (SOFM, t-sne, pca, ica, umap, ...)
- Map deviations back to the geometry
use dimensionality reduction to find similar events and back deviations back to geometry for berrer understanding (isomap, umap, pca, tsne)
Sensitivity analysis: results of anova (based on the car body deformation pattern)
Sensitivity
using dimension reduction enables sevaral methods for sensitivity analysis
- ANOVA
- Sobol Indices
- Surrogate Modelling
- ...
2 Simulations
subtraction of 2 models to find sensitive areas
subtraction
- get a quick overview from your model deviations
- subtract arbitrary results on arbitrary entities (nodes, elements, pids, clusters, ...)
- perform model mapping to compare different models
causal chains
- Use graph based models to perform causal analysis
- Assessment of causalities by evaluating error propagation chains
- Event detection to simplify assessment across time steps
Causal analysis using causal deviation chaines; graph models; graph analysis; ml, ai