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《Correlation and Regression Models for Occupant CAE Responses》
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Correlation and Regression Models for Occupant CAE Responses
30 Chapters
View Course Samples Online
01
Occupant CAE response landscape
injury metrics, dummy and human body models, load cases, and sources of variability.
Occupant
CAE
02
Statistical foundations for CAE correlation
random variables, distributions, expectation, variance, and covariance in occupant response data.
Statistical
foundations
03
Exploratory data analysis for occupant CAE outputs
histograms, boxplots, scatterplot matrices, and outlier screening.
Exploratory
analysis
04
Pearson and Spearman correlation
assumptions, computation, significance testing, and interpretation for CAE versus test responses.
Spearman
correlation
05
Partial and multiple correlation
controlling for confounding design variables in occupant response comparisons.
multiple
correlation
06
Simple linear regression for CAE correlation
least squares estimation, coefficient of determination, and residual diagnostics.
regression
CAE
07
Hypothesis testing in regression
t-tests, F-tests, confidence intervals, and p-value pitfalls in occupant safety studies.
Hypothesis
regression
08
Multiple linear regression
model specification, matrix formulation, and interpretation of coefficients for CAE response prediction.
Multiple
regression
09
Multicollinearity and variable selection
VIF, stepwise selection, and regularization for occupant response models.
Multicollinearity
variable
10
Model validation and cross-validation
train-test splits, k-fold CV, and leave-one-out strategies for small CAE datasets.
validation
cross-validation
11
Regression diagnostics
residual plots, leverage, Cook's distance, and influence measures in occupant CAE model assessment.
Regression
diagnostics
12
Nonlinear regression
polynomial, exponential, and piecewise models for occupant response curves and injury risk functions.
Nonlinear
regression
13
Logistic regression for binary occupant outcomes
injury/no-injury classification, odds ratios, and ROC analysis.
Logistic
regression
14
Ordinal and multinomial regression for AIS-level and categorical occupant responses.
Ordinal and multinomial regression for AIS-level and categorical occupant responses.
multinomial
regression
15
Generalized linear models
Poisson and negative binomial regression for count-based occupant CAE outputs.
Generalized
negative
16
Mixed-effects and hierarchical models
accounting for subject, configuration, and run-to-run variability in occupant CAE data.
Mixed-effects
hierarchical
17
Bayesian regression for occupant CAE
priors, posterior inference, and uncertainty quantification in small-sample settings.
Bayesian
regression
18
Gaussian process regression and surrogate modeling
kriging, design of experiments, and response surface for occupant simulations.
Gaussian
regression
19
Correlation of time-history signals
cross-correlation, dynamic time warping, and functional data analysis for occupant response traces.
Correlation
time-history
20
Principal component analysis and partial least squares
dimensionality reduction for correlated occupant CAE outputs.
Principal
component
21
Model calibration and bias correction
adjusting CAE predictions to test data using regression-based approaches.
calibration
correction
22
Uncertainty quantification and sensitivity analysis
variance-based methods, Sobol indices, and regression-based sensitivity in occupant CAE.
Uncertainty
quantification
23
Robustness and reliability analysis
regression models for tolerance intervals and probability of injury exceedance.
Robustness
reliability
24
Case study
frontal impact driver injury correlation using dummy and human body model CAE responses.
correlation
CAE
25
Case study
side impact occupant response regression and validation against sled and vehicle tests.
occupant
response
26
Case study
rear impact whiplash and seat performance correlation with regression-based injury metrics.
whiplash
performance
27
Case study
pedestrian and cyclist protection CAE correlation using regression and classification models.
pedestrian
protection
28
Case study
child occupant safety CAE correlation and regression modeling across restraint configurations.
occupant
CAE
29
Reporting and communication
regression tables, effect sizes, diagnostic summaries, and correlation matrices for engineering reviews.
Reporting
communication
30
Capstone project
end-to-end correlation and regression workflow for a selected occupant CAE response dataset.
Capstone
end-to-end
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