1. A closed form solution for free vibration of orthotropic circular cylindrical shells with general boundary conditions. (15th February 2019) Authors: Zhao, Jing; Choe, Kwangnam; Zhang, Yongkang; Wang, Ailun; Lin, Chaohui; Wang, Qingshan Journal: Composites Issue: Number 159(2019) Page Start: 447 Record Type: Journal Article View Content: Available online (eLD content is only available in our Reading Rooms) ↗
2. A domain decomposition method for elastodynamic problems of functionally graded elliptic shells and panels with elastic constraints. (September 2019) Authors: Choe, Kwangnam; Ri, Kwangchol; Zhang, Zhongyu; Shuai, Cijun; Wang, Qingshan Journal: Thin-walled structures Issue: Volume 142(2019) Page Start: 262 Record Type: Journal Article View Content: Available online (eLD content is only available in our Reading Rooms) ↗
3. A modeling method for vibration analysis of cracked laminated composite beam of uniform rectangular cross-section with arbitrary boundary condition. (15th January 2019) Authors: Kim, Kwanghun; Choe, Kwangnam; Kim, Sok; Wang, Qingshan Journal: Composite structures Issue: Volume 208(2019) Page Start: 127 Record Type: Journal Article View Content: Available online (eLD content is only available in our Reading Rooms) ↗
4. A unified Jacobi-Ritz formulation for vibration analysis of the stepped coupled structures of doubly-curved shell. (15th July 2019) Authors: Qin, Bin; Choe, Kwangnam; Wang, Tiantian; Wang, Qingshan Journal: Composite structures Issue: Volume 220(2019) Page Start: 717 Record Type: Journal Article View Content: Available online (eLD content is only available in our Reading Rooms) ↗
5. A unified modeling method for free vibration of open and closed functionally graded cylindrical shell and solid structures. (1st September 2019) Authors: Qin, Bin; Choe, Kwangnam; Wu, Qiangyun; Wang, Tiantian; Wang, Qingshan Journal: Composite structures Issue: Volume 223(2019) Page Start: Record Type: Journal Article View Content: Available online (eLD content is only available in our Reading Rooms) ↗
6. Application of Haar wavelet method for free vibration of laminated composite conical–cylindrical coupled shells with elastic boundary condition. (25th January 2021) Authors: Kim, Kwanghun; Kwak, Songhun; Choe, Kwangnam; Han, Wonjin; Ri, Yonghua; Ri, Kumchol Journal: Physica scripta Issue: Volume 96:Number 3(2021) Page Start: Record Type: Journal Article View Content: Available online (eLD content is only available in our Reading Rooms) ↗
7. Free and Forced Vibration Analysis of Airtight Cylindrical Vessels with Doubly Curved Shells of Revolution by Using Jacobi-Ritz Method. (9th November 2017) Authors: Pang, Fuzhen; Li, Haichao; Choe, Kwangnam; Shi, Dongyan; Kim, Kwanghun Other Names: Dozio Lorenzo Academic Editor. Journal: Shock and vibration Issue: Volume 2017(2017) Page Start: Record Type: Journal Article View Content: Available online (eLD content is only available in our Reading Rooms) ↗
8. Free vibration analysis of coupled functionally graded (FG) doubly-curved revolution shell structures with general boundary conditions. (15th June 2018) Authors: Choe, Kwangnam; Tang, Jinyuan; Shui, Cijun; Wang, Ailun; Wang, Qingshan Journal: Composite structures Issue: Volume 194(2018) Page Start: 413 Record Type: Journal Article View Content: Available online (eLD content is only available in our Reading Rooms) ↗
9. Free vibration analysis of functionally graded carbon nanotube reinforced composite truncated conical panels with general boundary conditions. (1st March 2019) Authors: Zhao, Jing; Choe, Kwangnam; Shuai, Cijun; Wang, Ailun; Wang, Qingshan Journal: Composites Issue: Number 160(2019) Page Start: 225 Record Type: Journal Article View Content: Available online (eLD content is only available in our Reading Rooms) ↗
10. Free vibration analysis of laminated composite elliptic cylinders with general boundary conditions. (1st February 2019) Authors: Zhao, Jing; Choe, Kwangnam; Shuai, Cijun; Wang, Ailun; Wang, Qingshan Journal: Composites Issue: Number 158(2019) Page Start: 55 Record Type: Journal Article View Content: Available online (eLD content is only available in our Reading Rooms) ↗