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김흥수 대한전자공학회 1980 전자공학회지 Vol.17 No.3
본 논문에서는 Galois 스윗칭함수를 구성하기 위한 하나의 방법을 제시하였다. 먼저 단일변수에 대한 Lagrange 보계법을 다항식 형태로 전개시켜서 Galois 스윗칭함수를 구성한 다음 2변수에 대한 구성이론을 밝혔다. 이를 바탕으로 하여 다변수에 대한 Galois스윗칭함수를 구성하였다. 구성이론을 뒷받침하기 위한 예제를 타논문에서 인용하였으며 그 결과가 기존논문의 결과와 동일함을 보였다. In this paper, a method for constructing Galois switching functions is presented. Single variable Galois switching function is constructed at fi tost by developing Lagrange's Interpolating formula into polynomial forms and then the constructing theory for two variables is driveloped. With these developed theory, multitle-variable Galois switching functions are constructed. Some examples for illustrating the theory are adopted from the existing papers and the results quite agree with the ones in the other papers.
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A Review of Piezoelectric Energy Harvesting Based on Vibration
김흥수,김주형,김재환 한국정밀공학회 2011 International Journal of Precision Engineering and Vol.12 No.6
This paper reviews energy harvesting technology from mechanical vibration. Recent advances on ultralow power portable electronic devices and wireless sensor network require limitless battery life for better performance. People searched for permanent portable power sources for advanced electronic devices. Energy is everywhere around us and the most important part in energy harvesting is energy transducer. Piezoelectric materials have high energy conversion ability from mechanical vibration. A great amount of researches have been conducted to develop simple and efficient energy harvesting devices from vibration by using piezoelectric materials. Representative piezoelectric materials can be categorized into piezoceramics and piezopolymers. This paper reviews key ideas and performances of the reported piezoelectric energy harvesting from vibration. Various types of vibration devices, piezoelectric materials and mathematical modeling of vibrational energy harvestings are reviewed.
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