Earticle

The change in the power demand results in modification of frequency of interrelated power system amongst the dissimilar areas. The load frequency control can be attained by proper regulation of participating producing elements. The Area Control Error (ACE) has to be minimized for the frequency response enhancement and Integral Square Error (ISE) is generally taken as ACE. The aim of Load Frequency Control (LFC) is to diminish the Integral Square Error to Nil with constant variation of claim of dynamic energy so that the entire produced energy of the arrangement and load obligation correctly matches with every element. In this paper, results of multi area interconnected power system under Unilateral Contract are verified with the assistance of conventional controllers.

최근 남북교류 협력사업과 통일에 대비한 각종 계획 및 정책 수립에 비접근 지역에 대한 공간자료의 필요성이 대두되고 있다. 이에 본 연구에서는 PLEIADES 영상과 TerraSAR 기준점을 활용하여 비접근 지역의 1/5,000 수치지형도 제작을 위한 기하보정의 허용오차 만족 가능성을 평가하였다. GPS 측량성과의 기준점 수량 및 배치를 변경해 가면서 기하보정을 수행하였고, 기하학적 배치와 안전성을 고려하여 5점을 활용하는 방안을 선정하였다. 선정된 위치에 TerraSAR 기준점을 확보하여 정확도를 평가한 결과, RMSE는 X=±0.64m, Y=±0.46m, Z=±0.28m였고, TerraSAR 기준점으로 PLEIADES 영상을 기하보정한 결과, RMSE는 X=±0.34m, Y=±0.27m, Z=±0.11m, 검사점에 대한 RMSE는 X=±0.50m, Y=±0.30m, Z=±0.66m임을 확인하였다. 본 연구 결과를 통해 비접근지역의 PLEIADES 영상과 최적의 TerraSAR 기준점을 확보하여 공간자료를 구축한다면 국내 항공삼각측량의 조정계산 및 오차한계의 1/5,000 수치지형도 제작 규정에 부합하는 고정밀 공간정보의 확보가 가능하다고 사료된다.

Recently, the necessity of spatial data in unaccessible area was challenged to set up various plans and policies for preparing the unification and the cooperative projects between South-North Korea. Therefore, this paper planned to evaluate the possibility of adopting the error tolerance in Geometric correction for 1/5,000 digital topographic mapping, using the PLEIADES images and the TerraSAR GCPs (Ground Control Points). The geometric correction was performed by changing the number and placement of GCPs by GPS (Global Positioning System) surveying, as the optimal placement of 5 GCPs were selected considering the geometric stability and steady rate. The positional accuracy evaluated by the TerraSAR GCPs, which were selected by optimal placement of GCPs. The RMSE in control points were X=±0.64m, Y=±0.46m, Z=±0.28m. While the result of geometric correction for PLEIADES images confirmed that the RMSE in control points were X=±0.34m, Y=±0.27m, Z=±0.11m, the RMSE in check points were X=±0.50m, Y=±0.30m, Z=±0.66m. Through this study, we believe if spatial data can integrate with the PLEIADES images and the optimal TerraSAR GCPs, it will be able to obtain the high-precision spatial data for adopting the regulation of 1/5,000 digital topographic map, which adjusts the computation as well as the error bound.