Kim, T. and Lee, U., “Dynamic Analysis of a Multi-span Beam Subjected to a Moving Force Using the Frequency Domain Spectral Element Method,” Computers and Structures, 192, 181-195 (2017.11)

 

Park, I. and Lee, U., “A Generic Type of Frequency-domain Spectral Element Model for the Dynamics of a Laminated Composite Plate,” Composite Structures, 172, 83-101 (2017.07)

 

Lee, M., Park, I. and Lee, U., “An Approximate Spectral Element Model for the Dynamic Analysis of an FGM Bar in Axial Vibration,” Structural Engineering and Mechanics, 61(4), 551-561 (2017.02)

 

Kim, T., Park, I., and Lee, U., “Forced Vibration Analysis of a Timoshenko Beam Subjected to Stationary and Moving Loads Using the Modal Analysis Method,”  Shock and Vibration, Vol. 2017, Article ID 3924921 (2017.01)

 

Park, I., Kim, T., and Lee, U., “Frequency Domain Spectral Element Model for the Vibration Analysis of a Thin Plate with Arbitrary Boundary Conditions,” Mathematical Problems in Engineering, Vol. 2016, Article ID 9475397 (2016.12)

 

Kim, T. and Lee, U., “Modified One-element Method for Exact Dynamic Responses of a Beam by Using the Frequency Domain Spectral Element Method,” International Journal of Mechanical Sciences, 119, 333-342 (2016.12)

 

Song, Y., Kim, T. and Lee, U., “Vibration of a Beam Subjected to a Moving Force: Frequency-domain Spectral Element Modeling and Analysis,” International Journal of Mechanical Sciences, 113, 162-174 (2016.07)

 

Sankar, D.S. and U. Lee, U., “Influence of Slip Velocity on the Herschel-Bulkley Fluid Flow between Parallel Plates-A Mathematical Study,” Journal of Mechanical Science and Technology, 30(7), 3203-3218 (2016.07)

 

Park, I., Lee, U. and Park, D., “Transverse Vibration of the Thin Plates: Frequency-Domain Spectral Element Modeling and Analysis,” Mathematical Problems in Engineering, Vol. 2015, Article ID 541276 (2015.12)

 

Park, I. and Lee, U., “Spectral Element Modeling and Analysis of the Transverse Vibration of a Laminated Composite Plate,” Composite Structures, 134, 905-917 (2015.12)

 

Song, Y., Seungwan, Kim, Park, I., and Lee, U., Dynamics of Two-layer Smart Composite Timoshenko Beams: Frequency Domain Spectral Element Analysis, Thin-Walled Structures, 89, 84-92 (2015. 4.)


Hong, M. and Lee, U.,
Dynamics of a Functionally Graded Material Axial Bar: Spectral Element Modeling and Analysis, Composites: Part B, 69, 427-434 (2015. 2)


Park, J., Park, I., and Lee, U.,
Transverse Vibration and Waves in a Membrane: Frequency Domain Spectral Element Modeling and Analysis, Mathematical Problems in Engineering, Vol. 2014, Article ID 642782 (2014. 9)


Hong, M., Park, I. and Lee, U.,
Interfacial Stresses in a Three-layer Functionally Graded Material Bar Subjected to Axial Motion, Materials Research Innovations, 18 (S6), S32-S34 (2014. 8) (SCI, IF 0.473)


Choi, S. and Lee, U., "Dynamics of Flexible Rotor Systems with an Interim Mass Unbalanced Disk Using a Spectral Element Model, Mathematical Problems in Engineering, Vol. 2014, Article ID 325434 (2014, 4)


Lee, U., Jang, I. and Park, I., "Frequency-domain Spectral Element Model of the Uniform Spinning Shafts with Thick Disks," Materials Research Innovations, 18(S1), S22-S24 (2014. 3)


Jang, I., Park, I. and Lee, U., "Spectral Element Modeling and Analysis of the Dynamics and Guided Waves in a Smart Beam with a Surface-bonded PZT Layer," Journal of mechanical Science and Technology, 28(4), 1229-1239 (2014. 4)


Park, I., Kim, S. and Lee, U., "Lamb Wave Modes Decomposition For Structural Health Monitoring," Wave Motion, 51(2), 335-347 (2014, 3)


Park, I. and Lee, U., "Static and Dynamic Interfacial Stresses Analysis for Three- layer Beam Structures Using Spectral Element Method," Journal of Adhesion, 90(7), 618-648 (2014, 7)


Jang, I., Park, I. and Lee, U., "Guided Waves in a Timoshenko Beam with a Bonded Composite Patch: Frequency-Domain Spectral Element Modeling and Analysis," Composites Part B: Engineering, 60, 248-260 (2014, 04)


Kim, S. and Lee, U. "Effects of Delamination on Guided Waves in a Symmetric Laminated Composite Beam," Mathematical Problems in Engineering, Vol. 2014, Article ID 956043 (2014, 1) 


Hong, M., Park, I. and Lee, U., "Dynamics and Waves Characteristics of the FGM Axial Bars by Using Spectral Element Method,"  Composite Structures, 107, 585-593 (2014. 1)


Lee, U., Park, I. and Jang, I., "Spectral Element Model for the PZT-bonded Laminated Composite Beams," Applied Mechanics and Materials, Vols. 249-250, pp. 838-841 (2013)


Lee, U., Kim, D. and Park, I., "Dynamic Modeling and Analysis of the PZT-bonded Composite Timoshenko Beams: Spectral Element Method," Journal of Sound and Vibration, 332(6) 1585-1609 (2013)

 
Sankar, D. S., Lee, U. and Ismail A. I. Md., " Mathematical Analysis for MHD Flow of Blood in Constricted Arteries,"International Journal of Nonlinear Sciences and Numerical Simulation, 14(3-4), 195-204 (2013)

 
Park, I., Kim, S. and Lee, U., "Dynamics and Guided Waves in a Smart Timoshenko Beam with Lateral Contraction, "Smart Materials and Structures, 22(7) 075034 (2013)

                                                                                                                                                    

Lee, U., Jun, Y. and Park, I., "A Computer-aided Time Reversal Process for Structural Damage Diagnosis," Advanced Materials Research, Vols. 393-395, pp. 3-6 (2012)

 
Lee, U., Jang, I. and Park, I.,"Frequency-domain Spectral Element Model of a Uniform Spinning Shaft,"Applied Mechanics and Materials, Vol. 224, pp. 264-267 (2012)

 
Jun, Y. and Lee, U.,"Computer-aided Hybrid Time Reversal Process for Structural Health Monitoring,"Journal of Mechanical Science and Technology, 26(1), 53-61 (2012)

 

Lee, U. and Jang, I.,"Spectral Element Model for the Vibration of a Spinning Timoshenko Shaft,"Journal of Mechanics of Materials and Structures, 7(2),145-164 (2012)

 
Lee, U. and Jang I.,"Spectral Element Modeling and Analysis of the Blood Flows in Viscoelastic Vessels,"Applied Mathematics and Computation, 218(13), 7295-7307 (2012)

 

Park, I. and Lee, U.,"Dynamic Analysis of Smart Composite Beams by Using the Frequency -Domain Spectral Element Method,"Journal of Mechanical Science and Technology, 26(8), 2511-2521 (2012)

 
Jang I. and Lee, U.,"Spectral Element Analysis of the Axial-Bending- Shear Coupled Vibrations of Composite Timoshenko Beams,"Journal of Composite Materials, 46(22), 2811- 2828 (2012)

 
Sankar, D. S. and Lee, U., "FDM Analysis for MHD Flow of a Non-Newtonian Fluid for Blood Flow in Stenosed Arteries," Journal of Mechanical Science and Technology, 25(10), 2573-2581 (2011)

 
Sankar, D. S. and Lee, U., "Nonlinear Mathematical Analysis for Blood Flow in a Constricted Artery under Periodic Body Acceleration,"Communications in Nonlinear Science and Numerical Simulations, 16(11), 4390-4402 (2011)

 
Lee, U. and Jang, I., "Spectral Element Analysis of the Blood Flow in Human Arteries," Pure and Applied Chemistry, 82(1), 321-337 (2010)

 
Sankar, D. S. and Lee, U.,"Pulsatile Flow of Two-Fluid Nonlinear Models for Blood Flow through Catheterized Arteries: A Comparative Study,"Mathematical Problems in Engineering, Vol. 2010, Article ID 121757 (2010)

 
Sankar, D. S. and Lee, U.,"Two-fluid Casson Model for Pulsatile Blood Flow through Stenosed Arteries - A Theoretical Model,"Communications in Nonlinear Science and Numerical Simulations, 15(8), 2086-2097 (2010)

 
Lee, U. and Jang I.,"Spectral Element Model for Axially Loaded Bending-Shear-Torsion Coupled Composite Timoshenko Beams,"Composite Structures, 92(12), 2860-2870 (2010)

 
Lee, U. and Jang, I.,"Blood Flow Analysis by Using the Viscoelastic Blood Vessel Model-based Spectral Element Model,"Journal of Biotechnology 150, Supplement 1, S32 (2010)

 
Lee, U. and Lee, C. "Spectral Element Modeling for Extended Timoshenko Beams," Journal of Sound and Vibration 319(3-5), 993-1002 (2009)

 
Sankar, D. S. and Lee, U., "Two-Fluid Nonlinear Mathematical Model for Pulsatile Blood Flow Through Catheterized Arteries," Journal of Mechanical Science and Technology, 23(6), 1650-1669 (2009)

 
Sankar, D. S. and Lee, U., "Mathematical Modeling of Pulsatile Flow of Non-Newtonian Fluid in Stenosed Arteries," Communication in Nonlinear Science and Numerical Simulation, 14(7), 2971-2981 (2009)

 
Sankar, D. S. and Lee, U., "Two-fluid Non-Newtonian Models for Blood Flow in Catheterized Arteries-A Comparative Study," Journal of Mechanical Science and Technology, 23(9), 2444-2455 (2009)

 
Lee, U., Jang, I. and Go, H., "Stability and Dynamic Analysis of Oil Pipelines by using Spectral Element Method," Journal of Loss Prevention in the Process Industries, 22(6), 873-878 (2009)

 
Lee, U. and Kwon, K., "Spectral Element Modeling of the Thermally Induced Vibration of an Axially Moving Plate," Journal of Achievements in Materials and Manufacturing Engineering 26(1), 65-72 (2008)

 
Lee, U. and Oh, H., "Evaluation of the Structural Properties of Single-Walled Carbon Nanotubes by Using a Dynamic Continuum Modeling Method," Mechanics of Advanced Materials and Structures 15(2) 79-87 (2008)


Lee, U. and Cho, J., "FFT-based Spectral Element Analysis for the Linear Continuum Dynamic Systems Subjected to Arbitrary Initial Conditions by Using the Pseudo-Force Method," International Journal for Numerical Methods in Engineering 74(1) 159-174 (2008)


Sankar, D. S. and Lee, U., "Two-Fluid Herschel-Bulkley Model for Blood Flow in Catheterized Arteries," Journal of Mechanical Science and Technology 22(5), 1008-1018 (2008)


Lee, U. and Lee, C., "Torsional Structural Properties of Single-Walled Carbon Nanotubes," International Journal of Nanoparticles 1(2), 152-163 (2008)


Lee, U., Seo, B. and Jang, I., "Spectral Element Modeling and Analysis of the Blood Flow through a Human Blood Vessel," Journal of Mechanical Science and Technology 22(8), 1612-1619 (2008)

 
Sankar, D. S. and Lee, U., "Two-fluid Non-linear Model for Flow in Catheterized Blood Vessels," International Journal of Non-linear Mechanics 43(7), 622-631 (2008)

 
Jang, I. and Lee, U., "Spectral Element Analysis of the Blood Flow in Human Arteries," Journal of Biotechnology 136S, S99-S100 (2008)

 
Sankar, D. S. and Lee, U., "Two-phase Non-linear Model for the Flow through Stenosed Blood Vessels," Journal of Mechanical Science and Technology (2007. 4)

 
Cho, J., Go, H. and Lee, U., "Dynamic Response of the Spectral Element Model by Using the FFT," Key Engineering Materials 345-346, pp. 845-848 (2007)

 
Lee, U., Lee, J. and Kim, C., "Spectral Analysis Method for Nonlinear Dynamic Systems," Key Engineering Materials 345-346, pp. 861-864 (2007)


Lee, U., Seo, B. and Jang, I., "Blood Flow Analysis by Using Spectral Element Method," Dynamics of Continuous, Discrete and Impulsive Systems-Series B-Applications & Algorithms 14(S4), 180-184 (2007)

 
Lee, U. Youn, D. and Lee, S., "Evaluation of a Strain Energy Equivalence Principle (SEEP)-Based Continuum Damage Model," Key Engineering Materials 353-358, pp. 1199- 1202 (2007)

 
Oh, H. and Lee, U., "Effective Structural Parameters of Armchair Carbon Nanotubes," Key Engineering Materials 353-358, pp. 2199-2202 (2007)

 
Lee, U. and Jang, I., "On the Boundary Conditions for Axially Moving Beams," Journal of Sound and Vibration 306(3-5), 675-690 (2007)

 
Lee, U., Jang, I., Go, H. and Kim, T., "Sound Radiation Characteristics for Structural Damage Identification," Advanced Materials Research 26-28, pp. 7-10 (2007)

 
You, S., Jang, I. and Lee, U., "Spectral Element Modeling for Elastic Two-Layer Beams," Advanced Materials Research 26-28, pp. 297-300 (2007)

 
Lee, U. and Cho, J., "FFT-based Spectral Dynamic Analysis for Linear Discrete Dynamic Systems," Journal of Achievements in Materials and Manufacturing Engineering 25(1), 95-102 (2007)

 
Cho, J. and Lee, U., "An FFT-based Spectral Analysis Method for Linear Discrete Dynamic Systems with Non-Proportional Damping," Shock and Vibration 13(6), 595-606 (2006. 12)

 
Lee, U. and Cho, J. "Dynamic Response with Arbitrary Initial Conditions Using the FFT," Journal of Achievements in Materials and Manufacturing Engineering 18(1-2), 299-302 (2006. 9)

 
Lee, U. and Yoon, D., "Effective Material Properties of Damaged Elastic Solids," Key Engineering Materials 324-325, 1185-1188 (2006. 9)

 
Cho, J. and Lee, U., "Experimental Determination of Non-ideal Structural Boundary Conditions Based on Spectral Element Model," Key Engineering Materials 326-328, 1625-1628 (2006. 9)

 
Lee, U., Cho, J. and Cho, C.D., "Spectral FEM-based Dynamic Characterization of Structural Joints: Theory and Experiment," Key Engineering Materials 326-328, 1629-1632 (2006. 9)

 
Yoon, D., Lee, U. and Kwon, O. Y., "Experimental Verification of the Structural Damage Identification Method Developed for Beam Structures," Key Engineering Materials 326-328, 1113-1116 (2006. 9)

 
Lee, U. and Kwon, K. "Thermally Induced Vibration of an Axially-Traveling Strip: Spectral Element Analysis," Journal of Achievements in Materials and Manufacturing Engineering 17(1-2), 261-264 (2006. 7)

 
Lee, U. and Kim, S., "Identification of Multiple Directional Damages in a Thin Cylindrical Shell," International Jounal of Solids and Structures 43(9), 2723-2743 (2006. 5)

 
Kwon, K. and Lee, U., "Spectral Element Modeling and Analysis of an Axially Moving Thermoelastic Beam-Plate," Journal of Mechanics of Materials and Structures 1(4), 605-632 (2006. 4)

 
Lee, U. and Park, J., "Spectral Element Modeling and Analysis of the Pipeline Conveying Internal Unsteady Fluid," Journal of Fluids and Structures 22(2), 273-292 (2006. 2)

 
Lee, U., Kim, S. and Cho, J., "Dynamic Analysis of the Linear Discrete Dynamic Systems Subjected to the Initial Conditions by Using an FFT-based Spectral Analysis Method," Jounal of Shock and Vibration 288(1-2), 293-306 (2005. 11)

 
Lee, U. and Oh, H., "Dynamics of an Axially Moving Viscoelastic Beam Subject to Axial Tension," International Journal of Solids and Structures 42(8),2381-2398 (2005. 4)

 
Lee, U., Jeong, W. and Cho, J., "A Frequency Response Function-Based Damage Identification Method for Cylindrical shell structures," KSME International Journal, 18(12), 2114-2124 (2004. 12)

 
Oh, H., Cho, J. and Lee, U., "Spectral Element Analysis for an Axially Moving Viscoelastic Beam," KSME International Journal, 18(7), 1159-1168 (2004. 7)

 
Lee, U., Kim, J. and Oh, H., "Spectral Analysis for the Transverse Vibration of an Axially Moving Timoshenko Beam," Journal of Sound and Vibration, 271(3-5), 685-703 (2004. 4)

 
Oh. H., Lee, U. and Park, S. D., "Dynamics of an Axially Moving Bernoulli-Euler Beam: Spectral Element Modeling and Analysis," KSME International Journal, 18(3), 382-393 (2004. 3)

 
Lee, U.,(Book) Spectral Element Method in Structural Dynamics, Inha University Press, Inha University, Korea (2004. 2)

 
Lee, U., "A Reduced-Domain Method of Structural Damage Identification: Application to a Spectral Element Beam Model," Shock and Vibration, 10(5-6), 313-324 (2003. 12)

 
Kim, J., Cho, J., Lee, U. and Park, S., "Modal Spectral Element Formulation for Axially Moving Plates Subjected to In-plane Axial Tension," Computers & Structures, 81(20), 2011-2020 (2003. 9)

 
Lee, U. and Oh, H., "The Spectral Element Model for Pipelines Conveying Internal Steady Fluid," Engineering Structures, 25(8), 1045-1055 (2003. 7)

 
Choi, Y. J. and Lee, U., "An Accelerated Inverse Perturbation Method for Structural Damages Identification," KSME Internatioanl Journal, 17(5), 637-646 (2003. 5)

 
Lee, U., Cho, K. and Shin, J., "Identification of Orthotropic Damages Within a Thin Uniform Plate," International Journal of Solids and Structures, 40(9), 2195-2213 (2003. 5)

 
Lee, U. and Shin, J., "A Frequency-Domain Method of Structural Damage Identification Formulated from Dynamic Stiffness Equation of Motion," Journal of Sound and Vibration, 257(4), 615-634 (2002.11)

 
Lee, U. and Shin, J., "A Strucural Damage Identification Method for Plate Structures," Engineering Structures, 24(9), 1177-1188 (2002. 8)

 
Lee, U., Kim, J., Shin, J. and Leung, A.Y.T., "Development of a Wittrick-Williams Algorithm for the Spectral Element Model of Elastic-Piezoelectric Two-Layer Active Beams," International Journal of Mechanical Sciences, 44(2), 305-318 (2002. 2)

 
Lee, U. and Shin, J., "An Frequency Response Function-Based Structural Damage Identification Method," Computers & Structures, 80(2), 117-132 (2002. 1)

 

Lee, U., Kim, N. and Kwon, O.Y., "Dynamic Characteristics of a Damaged Plate" KSME International Journal, 15(10), 1408-1416 (2001. 10)

 
Lee, U. and Kim, J., "Spectral Element Modeling for the Beams Treated with Active Constraining Layer Damping" International Journal of Solids and Structures, 38(32-33) , 5679-5702 (2001. 6)

 
Leung, A. Y. T., Zhou, W. E., Lim, C. W., Yuen, R. K. K. and Lee, U., "Dynamic Stiffness for Piecewise Non-Uniform Timoshenko Columns by Power Series - Part I: Conservative Axial Force," International Journal for Numerical Methods in Engineering, 51(5), 505-529 (2001. 3)

 
Leung, A. Y. T., Zhou, W. E., Lim, C. W., Yuen, R. K. K. and Lee, U., "Dynamic Stiffness for Piecewise Non-linear Timoshenko Columns by Power Series - Part II: Follower Force," International Journal for Numerical Methods in Engineering, 51(5), 531-552. (2001. 3)

 
Lee, U., Kim, J. and Leung, A. Y. T., "Vibration Analysis of the Active Multi-Layer Beams by Using Spectrally Formulated Exact Natural Modes," KSME International Journal, 15(2), 199-209 (2001. 2)

 
Lee, U., Kim, J. and Leung, A. Y. T. "Spectral Element Method in Structural Dynamics," The Shock and Vibration Digest, Vol. 32, No. 6, 451-465 (2000. 11)

 

Lee, U. and Kim, J., "Dynamics of Elastic-Piezoelectric Two-Layer Beams Using Spectral Element Method," International Journal of Solids and Structures, Vol. 37, No. 32, 4403-4417 (2000. 5)

 

Lee, U. and Kim, J., "Determination of Non-Ideal Beam Boundary Conditions: A Spectral Element Approach," AIAA Journal, Vol. 38, No. 2, 309-316 (2000. 2)

 
Lee, U. "Vibration Analysis of One-Dimensional Structures Using the Spectral Transfer Matrix Method," Engineering Structures, Vol. 22, No. 6, 681-690 (2000. 1)

 

Lee, U., "Effective Elastic Compliances and Engineering Constants for Damaged Isotropic Solids," International Journal of Damage Mechanics, Vol. 8, No. 2, 138-152 (1999. 4)

 

Lee, U., "A Theory of Continuum Damage Mechanics for Anisotropic Solids," Journal of Applied Mechanics, Vol. 66, No. 1, pp. 264-268 (1999. 3)

 
Lee, U. and Lee, J., "Spectral-Element Method for Levy-Type Plates Subject to Dynamic Loads," Journal of Engineering Mechanics, Vol. 125, No. 2, pp. 243-247 (1999. 2)

 
Lee, U. and Lesieutre, G. A., "Reliability of the Piezoelectric Layer Applications to Vibration and Noise Controls," Journal of Vibration and Acoustics, Vol. 121, No. 1, pp. 137-139 (1999. 1)

 
Lee, U. and Kim, J. H., "Dynamics of the Branched Pipeline Systems Conveying Internal Unsteady Flow," Journal of Vibration and Acoustics, Vol. 121, No. 1, pp. 114-122 (1999. 1)

 
Lee, U. and J. Lee, "Vibration Analysis of the Plates Subject to Distributed Dynamic Loads by Using Spectral Element Method," KSME International Journal, 12(4): 565-571 (1998. 8)

 
Lee, U., "Equivalent Continuum Representation of Lattice Beams: Spectral Element Approach," Engineering Structures, Vol. 20, No. 7, pp. 587-592. (1998. 7)

 

Lee, U., "Effective Elastic Properties of Damaged Isotropic Solids," KSME International Journal, 12(3): 414-420 (1998. 6)

 

Lee, U.,"A Continuum Mechanics for Damaged Anisotropic Solids," KSME International Journal, 12(3): 405-413 (1998. 6)

 
Lee, U., "A Theory of Smeared Continuum Damage Mechanics," KSME International Journal, 12(2): 233-243 (1998. 4)

 

Lee, U., "Separation Between the Flexible Structure and the Moving Mass Sliding on It" Journal of Sound and Vibration, Vol. 209, No. 5, pp. 867-877. (1998. 2)

 
Lee, U., Lesieutre, G. A. and Fang, L., "Anisotropic Damage Mechanics Based on Strain Energy Equivalance and Equivalent Elliptical Microcracks," International Journal of Solids and Structures, 34(33/34): 4377-4397 (1997, 10)

 
Lee, U., "Spectral Element Approach for the Homogeneous Continuum Representation of a Periodic Lattice Structures," International Journal of Space Structures, 12(1) : 1-8 (1997, 9)

 
Lesieutre, G. A. and Lee, U., "A Finite Element for Beams Having Segmented Active Constrained Layers with Frequency -Dependent Viscoelastics," Smart Materials and Structure, 5(5) : 615-627 (1996, 10)

 
Lee, U., "Revisiting the Moving Mass Problem : Onset of Separation Between the Mass and Beam," Journal of Vibration and Acoustics, 118(3) : 516-521 (1996. 7)

 
Lee, U. and Lee, J, "Dynamic Continuum Modeling of Truss-Type Space Structures Using Spectral Elements," Journal of Spacecraft and Rockets, 33(3) : 404-409 (1996. 5)

 
Lee, U., "Equivalent Dynamic Beam-Rod Models of Aircraft Wing Structures," The Aeronautical Journal, 99(990) : 450- 457 (1995. 12)

 
Lee, U., Pak, C. H. and Hong, S. C., "The Dynamics of a Piping System with Internal Unsteady Flow," Journal of Sound and Vibration, 180(2) : 297-311 (1995. 2)

 
Lee, U.,"Equivalent Continuum Models of Large Platelike Lattice Structures," International Journal of Solids and Structures , 31(4) : 457-467 (1994. 2)

 
Lee, U., "Dynamic Continuum Plate Representations of Large Thin Lattice Structure," AIAA Journal 31(9) : 1734-1736 (1993. 9)

 

Lee, U., "Dynamic Continuum Modeling of Beamlike Space Structures Using Finite Element Matrices," AIAA Journal 28 (4) : 725-731 (1990. 4)

 
Lee, U., "Thermoelastic and Electromagnetic Damping Analysis" AIAA Journal 23(11) : 1783-1890 (1985. 11)