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Bhat, Srivatsa K and Sarkar, Korak and Ganguli, Ranjan and Elishakoff, Isaac (2018) Slope-Inertia Model of Non-Uniform and Inhomogeneous Bresse-Timoshenko Beams. In: AIAA JOURNAL, 56 (10). pp. 4158-4168.

Sarkar, Korak and Ganguli, Ranjan and Ghosh, Debraj and Elishakoff, Isaac (2018) Random Eigenvalue Characterization for Free Vibration of Axially Loaded Euler-Bernoulli Beams. In: AIAA JOURNAL, 56 (9). pp. 3757-3765.

Sarkar, Korak and Ganguli, Ranjan (2016) Benchmark analytical solutions from beams with shared eigenpair. In: INTERNATIONAL JOURNAL OF MECHANICAL SCIENCES, 106 . pp. 245-253.

Sarkar, Korak and Ganguli, Ranjan and Ghosh, Debraj and Elishakoff, Isaac (2016) Closed-form solutions and uncertainty quantification for gravity-loaded beams. In: MECCANICA, 51 (6). pp. 1465-1479.

Sarkar, Korak and Ganguli, Ranjan and Elishakoff, Isaac (2016) Closed-form solutions for non-uniform axially loaded Rayleigh cantilever beams. In: STRUCTURAL ENGINEERING AND MECHANICS, 60 (3). pp. 455-470.

Sarkar, Korak and Ganguli, Ranjan (2014) Analytical test functions for free vibration analysis of rotating non-homogeneous Timoshenko beams. In: MECCANICA, 49 (6). pp. 1469-1477.

Sarkar, Korak and Ganguli, Ranjan (2014) Closed-form solutions for axially functionally graded Timoshenko beams having uniform cross-section and fixed-fixed boundary condition. In: COMPOSITES PART B-ENGINEERING, 58 . pp. 361-370.

Sarkar, Korak and Ganguli, Ranjan (2014) Modal tailoring and closed-form solutions for rotating non-uniform Euler-Bernoulli beams. In: INTERNATIONAL JOURNAL OF MECHANICAL SCIENCES, 88 . pp. 208-220.

Sarkar, Korak and Ganguli, Ranjan (2014) Tailoring the second mode of Euler-Bernoulli beams: an analytical approach. In: STRUCTURAL ENGINEERING AND MECHANICS, 51 (5). pp. 773-792.

Sarkar, Korak and Ganguli, Ranjan (2013) Closed-form solutions for non-uniform Euler-Bernoulli free-free beams. In: Journal of Sound and Vibration, 332 (23). pp. 6078-6092.

Sarkar, Korak and Ganguli, Ranjan (2013) Rotating beams and non-rotating beams with shared eigenpair for pinned-free boundary condition. In: MECCANICA, 48 (7). pp. 1661-1676.