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The orientation-error Kalman filter at the top estimates errors in orientation and errors in gyroscope bias.
When only magnetometers are used, the trajectory measurements cannot compensate for the errors in orientation, rendering larger positioning errors.
We observed in both polyhedra that while panels folded first along edge connections, vertex connections enabled panels to lock together, thereby correcting for any errors in orientation.
This is likely to be due to the use of Hermite interpolation, in two respects: first, Hermite interpolation makes use of the tangents' orientation in addition to their position; hence, the interpolated curve is sensitive to errors in orientation.
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The use of ensemble modelling for causal orientation is motivated by our empirical observations that there is no single causal orientation methodology that performs perfectly (i.e., with 1.0 accuracy or AUC), many causal orientation methods appear to perform different than chance, and causal orientation methods often make errors in orienting different edges.
We will now study how sensitive the system is to errors in the orientation estimate.
The orientation stage requirements are distinct from those used in photolithography since the depth of focus of projection optics allows for larger errors in the orientation alignment.
This largest error is due to errors in the orientation that leads to an incorrect correction for the earth's gravitational pull.
Educational research has revealed serious errors in the orientation of practical work and in the teachers' conceptions of the nature of the underlying scientific work they carry out.
Simulations also show that our positioning scheme is quite unsensitive to minor errors in sensor orientation, when GNSS is used throughout the trajectory.
In order to determine the maximum error in the orientation factor, κ, and therefore the error in R0, the anisotropy of the fluorophores conjugated to MscL was measured.
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