Sentence examples for errors of angle from inspiring English sources

It can be seen from the table that the relative errors of angle results are all less than 11%, which means that the mode shape angle can be identified accurately from ambient data; the relative errors of magnitude results are a little bigger, yet still less than 15%, which also meets the accuracy requirements of engineering.

Errors of angle in the humeral axis appeared to be within 5˚, which is about the same as the palpation error in angles of abduction and horizontal abduction of the humerus in the previous study (De Groot 1997).

−33.1。 −36.1.6750。 1.675 Notice: Relative error of angle is compared with 180。 Table 3 Comparison between simulation and theoretical results for A-B fault at f4 Phasors Simulation result Theoretical result Absolute error Relative error/% ( {dot{I}}_{{mathrm{L}}_2mathrm{A}} ) Amp. 1.331 1.340 0.009 0.676 Ang.

The execution controller eliminates errors of attitude angle employing an adaptively S-surface non-linear function.

To achieve the required accuracy, augmentation of Kalman filter (KF) with nonlinear error modeling techniques such as fast orthogonal search (FOS) was introduced to enhance the navigational solution by estimating and eliminating a great part of both linear and nonlinear errors of azimuth angle sensed by MEMS gyro.

The γ, defined as the ratio of energy intercepted by the receiver tube to the energy reflected by the parabolic reflector, depends on the receiver size, the errors of surface angle on the parabolic reflector, and the solar beam spread [1].

Figure 4 Root-mean-square error (RMSE) of angle estimation in degrees versus signal to noise ratio (SNR) in dB for ( θ 1,2 = 75°, 45°).

Figure 5 Root-mean-square error (RMSE) of angle estimation in degrees versus signal to noise ratio (SNR) in dB for ( θ 1,2 = 75°, 45°) and ( ϕ 1,2 = 80°, 55°).

Figure 6 Root-mean-square error (RMSE) of angle estimation in degrees versus angular deviation with SNR = 10 dB for ( θ 1,2 = 75°, 45°), ( ϕ 2 = 55°) and ( ϕ 1 = ϕ 2 + δ ).

This implies that position errors at forearms and hands, which determine the rotation angles at forearms, can heavily magnify errors of rotation angles as combined.

All the absolute errors of phasor angles are within 5° under three-phase fault condition, and within 10° under A-B fault condition.