구형 충격을 받는 필름 코팅된 유리 시스템의 거동을 개발한 유한 요소 프로그램에 의하여 연 구하고자 한다. 충격 거동을 예측하기 위하여 Sun의 higher order beam theory와 Kurapati의 generalized power law와 연계한 새롭고 효과적인 동적 유한 요소법을 제안한다. 필름 코팅된 유리 시 스템과 모놀리식 유리에 대하여 접촉력, 변형량, 운동에너지, 속도 및 응력 등을 계산한 후 결과를 비교 검토하여 코팅 시스템의 필름이 충격 손상을 방지하고 충격 저항이 우수하다는 것을 정성적 및 정량적으로 규명하였다.

The monolithic glass, without damage, under impact loading, is studied by the use of the coded finite element program. To predict the impact energy of monolithic glass like annealed glass and tempered glass, a finite element approach based on Sun's higher-order beam finite element and impact energy equation is proposed. For this purpose, the contact force-displacements, energy-displacement histories and velocity-acceleration histories etc. are calculated during all impact processes. And, also, by the calculations of the coded FEM program, the geometric parameter like thickness is investigated to determine their impact energy prediction of monolithic glass.

The monolithic glass, without damage, subjected to ballistic impact, is studied by the use of the coded finite element program. To analyze the impact response of monolithic glass like ordinary annealed glass and tempered glass, a finite element approach based on the Hertzian contact law and Sun's higher-order beam finite element is proposed. For verifying effectiveness of this finite element program, the contact force history is analyzed in conjunction with the loading and unloading processes. And, also, the time history of the impact responses such as the strain and stress according to the thickness changes due to transverse impact at the center are calculated