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KOMPSAT-2 OD using both double- and single-differenced methods satisfies the requirement of 1-m accuracy in overlapping three dimensional orbit solutions.
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Finally, the author shows that the usual weight functions based on nearest neighbor methods satisfy the designed assumptions imposed.
Both methods satisfy the uniform stability (inf sup) condition relating the velocity and pressure representations, expressed in terms of the natural weighed Sobolev norms, for the system under consideration.
Our method satisfies the detailed balance condition in the proposed route.
The proposed method satisfies the traction free boundary conditions, as well as surface free conditions.
We rigorously prove that the proposed method satisfies the first and second laws of thermodynamics.
The objective of the paper is to verify whether the decoupled method satisfies the predictions required for design appraisal assessments.
Proposed method satisfies the zero stress boundary condition at free ground surface and considers the amplification of acceleration.
This kinematics method satisfies the need for real-time analysis of dynamics because of its computing efficiency.
First, this method satisfies the MacPherson Srolovitz relation with high accuracy, a constraint that has not previously been explicitly implemented.
The experiment results show that the new method satisfies the template protection requirements and the performance degradation caused by the transformation is very low.
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