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Amarnath, S and Simha, KRY and Srinath, LS and Godbole, PB (1992) An integrated retardation method for an axisymmetric thermoelastic problem. In: Journal of Thermal Stresses, 15 (1). pp. 39-52.
Aradhya, KSS and Badarinarayana, K and Srinath, LS (1989) Mixed-mode stress intensity factors for arbitrarily oriented cracks in cylindrical shells under axial pull and torsion. In: Engineering Fracture Mechanics, 33 (3). pp. 445-449.
Aradhya, KSS and Murthy, NS and Srinath, LS (1985) Influence of Elastic-Constants on Mode-I Stress-Intensity Factors in 3-Dimensional Crack Problems. In: Engineering Fracture Mechanics, 22 (6). pp. 939-950.
Srinath, LS and Murthy, NS and Hareesh, TV (1983) Determination of stress-intensity factors for cracks in tubes under torsion. In: Experimental Mechanics, 23 (3). pp. 262-267.
Ramakrishna, K and Srinath, LS (1983) On a Novel Concept of Continuing Education. In: IEEE Transactions on Education, 26 (1). pp. 29-33.
Murthy, NS and Rakesh, N and Srinath, LS (1983) Effect of specimen thickness on mode I stress intensity factor in photoelastic investigations. In: Engineering Fracture Mechanics, 18 (6). pp. 1201-1205.
Lakshminarayana, HV and Murthy, MVV and Srinath, LS (1982) On an analytical-numerical procedure for the analysis of cylindrical shells with arbitrarily oriented cracks. In: International Journal of Fracture, 19 (4). pp. 257-275.
Lakshminarayana, HV and Murthy, MVV and Srinath, LS (1982) On an analytical-numerical procedure for the analysis of cylindrical-shells with arbitrarily oriented cracks. In: International Journal of Fracture, 19 (4). pp. 257-275.
Srinath, LS and Aradhya, KSS and Srinivasa Murthy, N (1981) On the influence of elastic constants on stresses near notch tips. In: Mechanics Research Communications, 8 (5). pp. 287-295.
Lakshminarayana, HV and Murthy, MVV and Srinath, LS (1981) On a finite element model for the analysis of through cracks in laminated anisotropic cylindrical shells. In: Engineering Fracture Mechanics, 14 (4). pp. 697-712.
Keshavan, SY and Srinath, LS (1978) An approximate mathematical procedure for the determination of characteristic parameters for a general case in three dimensional photoelasticity. In: Mechanics Research Communications, 5 (1). pp. 1-7.
Srinath, LS and Keshavan, SY (1978) A fast iterative procedure to determine photoelastic characteristic parameters. In: Mechanics Research Communications, 5 (3). 159-165 .
Srinath, LS and Keshavan, SY (1975) A critical analysis of the shear difference method. In: Journal of Physics D: Applied Physics, 8 (5). pp. 463-479.
Srinath, LS and Bhave, SK (1974) A new nondestructive method for three-dimensional photoelasticity. In: Experimental Mechanics, 14 (9). pp. 367-372.
Srinath, LS and Sarma, AVSSSR (1974) Determination of the optically equivalent model in three-dimensional photoelasticity. In: Experimental Mechanics, 14 (3). pp. 118-122.
Srinath, LS and Sarma, AVSSSR (1974) Determination of the optically equivalent model in three-dimensional photoelasticity. In: Experimental Mechanics, 14 (3). pp. 118-122.
Srinath, LS and Bhave, SK (1974) New nondestructive method for three-dimensional photoelasticity. In: Experimental Mechanics, 14 (9). pp. 367-372.
Srinath, LS and Sarma, AVSSSR (1973) Determination of integral fringe order in photoelasticity. In: Experimental Mechanics, 13 (3). pp. 138-141.
Srinath, LS and Godhole, PB (1980) Stress-intensity factors near interior crack tips in 3-dimensional photo-elastic models under live loads and by stress-freezing techniques-influence of elastic-constant. In: Experimental Mechanics, 20 (5). N47-N47.
