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Data association can be done by exploiting the ground plane constraint suitably.
This atypical twin plane is explained by relaxing the invariant plane constraint in the crystallographic theory of martensite (CTM) to an invariant line constraint.
The paper proposed a plane constraint calibration method for static error calibration, whilst the dynamic errors are calibrated using a linear inverse dynamic error model.
Different boundary conditions, with various combinations of in-plane constraints, are considered.
Based on the formulation, we discuss the influence of both in-plane and out-of-plane constraints.
The canonically employed focal-plane constraints for the power combiner were removed to probe the design space in its entirety.
All possible transverse boundary conditions combining with the different in-plane constraints are considered in the analysis.
The crack growth path in the specimens with different out-of-plane constraints deviates to low-strength material side, and is mainly controlled by local strength mismatch.
Note that the distance values correspond to filtered measurements since they are obtained from the first two elements of the Kalman filter state vector ( and ) using known camera geometry and ground-plane constraints.
The crack growth path in the specimens with different in-plane constraints deviates to low-strength material side, and is mainly controlled by local strength mismatch, rather than toughness mismatch.
The roles played by the constituent volume fraction index, temperature rise, character of out-of-plane boundary conditions and in-plane constraints, width-to-thickness ratio as well as plate aspect ratio are studied.
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