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Results: 1-22 |
Results: 22
GROUP CLASSIFICATION OF A NON-NEWTONIAN FLUID MODEL USING CLASSICAL APPROACH AND EQUIVALENCE TRANSFORMATIONS
Authors: YURUSOY M PAKDEMIRLI M
Citation: M. Yurusoy et M. Pakdemirli, GROUP CLASSIFICATION OF A NON-NEWTONIAN FLUID MODEL USING CLASSICAL APPROACH AND EQUIVALENCE TRANSFORMATIONS, International journal of non-linear mechanics, 34(2), 1999, pp. 341-346
VIBRATIONS OF A BEAM-MASS SYSTEMS USING ARTIFICIAL NEURAL NETWORKS
Authors: KARLIK B OZKAYA E AYDIN S PAKDEMIRLI M
Citation: B. Karlik et al., VIBRATIONS OF A BEAM-MASS SYSTEMS USING ARTIFICIAL NEURAL NETWORKS, Computers & structures, 69(3), 1998, pp. 339-347
SIMILARITY TRANSFORMATIONS FOR PARTIAL-DIFFERENTIAL EQUATIONS
Authors: PAKDEMIRLI M YURUSOY M
Citation: M. Pakdemirli et M. Yurusoy, SIMILARITY TRANSFORMATIONS FOR PARTIAL-DIFFERENTIAL EQUATIONS, SIAM review, 40(1), 1998, pp. 96-101
TRANSITION BEHAVIOR FROM STRING TO BEAM FOR AN AXIALLY ACCELERATING MATERIAL
Authors: OZ HR PAKDEMIRLI M OZKAYA E
Citation: Hr. Oz et al., TRANSITION BEHAVIOR FROM STRING TO BEAM FOR AN AXIALLY ACCELERATING MATERIAL, Journal of sound and vibration, 215(3), 1998, pp. 571-576
NONLINEAR VIBRATIONS OF A SLIGHTLY CURVED BEAM RESTING ON A NONLINEARELASTIC-FOUNDATION
Authors: OZ HR PAKDEMIRLI M OZKAYA E YILMAZ M
Citation: Hr. Oz et al., NONLINEAR VIBRATIONS OF A SLIGHTLY CURVED BEAM RESTING ON A NONLINEARELASTIC-FOUNDATION, Journal of sound and vibration, 212(2), 1998, pp. 295-309
NONLINEAR VIBRATIONS OF A BEAM-MASS SYSTEM UNDER DIFFERENT BOUNDARY-CONDITIONS - REPLY
Authors: OZKAYA E PAKDEMIRLI M OZ HR
Citation: E. Ozkaya et al., NONLINEAR VIBRATIONS OF A BEAM-MASS SYSTEM UNDER DIFFERENT BOUNDARY-CONDITIONS - REPLY, Journal of sound and vibration, 207(2), 1997, pp. 286-286
A COMPARISON OF DIFFERENT VERSIONS OF THE METHOD OF MULTIPLE SCALES FOR PARTIAL-DIFFERENTIAL EQUATIONS
Authors: BOYACI H PAKDEMIRLI M
Citation: H. Boyaci et M. Pakdemirli, A COMPARISON OF DIFFERENT VERSIONS OF THE METHOD OF MULTIPLE SCALES FOR PARTIAL-DIFFERENTIAL EQUATIONS, Journal of sound and vibration, 204(4), 1997, pp. 595-607
STABILITY ANALYSIS OF AN AXIALLY ACCELERATING STRING
Authors: PAKDEMIRLI M ULSOY AG
Citation: M. Pakdemirli et Ag. Ulsoy, STABILITY ANALYSIS OF AN AXIALLY ACCELERATING STRING, Journal of sound and vibration, 203(5), 1997, pp. 815-832
THE DIRECT-PERTURBATION METHOD VERSUS THE DISCRETIZATION-PERTURBATIONMETHOD - LINEAR-SYSTEMS
Authors: PAKDEMIRLI M BOYACI H
Citation: M. Pakdemirli et H. Boyaci, THE DIRECT-PERTURBATION METHOD VERSUS THE DISCRETIZATION-PERTURBATIONMETHOD - LINEAR-SYSTEMS, Journal of sound and vibration, 199(5), 1997, pp. 825-832
NON-LINER VIBRATIONS OF A BEAM-MASS SYSTEM UNDER DIFFERENT BOUNDARY-CONDITIONS
Authors: OZKAYA E PAKDEMIRLI M OZ HR
Citation: E. Ozkaya et al., NON-LINER VIBRATIONS OF A BEAM-MASS SYSTEM UNDER DIFFERENT BOUNDARY-CONDITIONS, Journal of sound and vibration, 199(4), 1997, pp. 679-696
SYMMETRY REDUCTIONS OF UNSTEADY TREE-DIMENSIONAL BOUNDARY-LAYERS OF SOME NON-NEWTONIAN FLUIDS
Authors: YURUSOY M PAKDEMIRLI M
Citation: M. Yurusoy et M. Pakdemirli, SYMMETRY REDUCTIONS OF UNSTEADY TREE-DIMENSIONAL BOUNDARY-LAYERS OF SOME NON-NEWTONIAN FLUIDS, International journal of engineering science, 35(8), 1997, pp. 731-740
SYMMETRY GROUPS OF BOUNDARY-LAYER EQUATIONS OF A CLASS OF NON-NEWTONIAN FLUIDS
Authors: PAKDEMIRLI M YURUSOY M KUCUKBURSA A
Citation: M. Pakdemirli et al., SYMMETRY GROUPS OF BOUNDARY-LAYER EQUATIONS OF A CLASS OF NON-NEWTONIAN FLUIDS, International journal of non-linear mechanics, 31(3), 1996, pp. 267-276
ANALYSIS OF ONE-TO-ONE AUTOPARAMETRIC RESONANCES IN CABLES - DISCRETIZATION VS DIRECT TREATMENT
Authors: PAKDEMIRLI M NAYFEH SA NAYFEH AH
Citation: M. Pakdemirli et al., ANALYSIS OF ONE-TO-ONE AUTOPARAMETRIC RESONANCES IN CABLES - DISCRETIZATION VS DIRECT TREATMENT, Nonlinear dynamics, 8(1), 1995, pp. 65-83
COMPARISON OF DIRECT-PERTURBATION METHODS WITH DISCRETIZATION PERTURBATION-METHODS FOR NONLINEAR VIBRATIONS
Authors: PAKDEMIRLI M BOYACI H
Citation: M. Pakdemirli et H. Boyaci, COMPARISON OF DIRECT-PERTURBATION METHODS WITH DISCRETIZATION PERTURBATION-METHODS FOR NONLINEAR VIBRATIONS, Journal of sound and vibration, 186(5), 1995, pp. 837-845
NONLINEAR VIBRATIONS OF A BEAM-SPRING-MASS SYSTEM
Authors: PAKDEMIRLI M NAYFEH AH
Citation: M. Pakdemirli et Ah. Nayfeh, NONLINEAR VIBRATIONS OF A BEAM-SPRING-MASS SYSTEM, Journal of vibration and acoustics, 116(4), 1994, pp. 433-439
NONLINEAR VIBRATIONS OF A BEAM-SPRING-MASS SYSTEM
Authors: PAKDEMIRLI M NAYFEH AH
Citation: M. Pakdemirli et Ah. Nayfeh, NONLINEAR VIBRATIONS OF A BEAM-SPRING-MASS SYSTEM, Journal of vibration and acoustics, 116(4), 1994, pp. 433-439
A COMPARISON OF 2 PERTURBATION-METHODS FOR VIBRATIONS OF SYSTEMS WITHQUADRATIC AND CUBIC NONLINEARITIES
Authors: PAKDEMIRLI M
Citation: M. Pakdemirli, A COMPARISON OF 2 PERTURBATION-METHODS FOR VIBRATIONS OF SYSTEMS WITHQUADRATIC AND CUBIC NONLINEARITIES, Mechanics research communications, 21(2), 1994, pp. 203-208
TRANSVERSE VIBRATION OF AN AXIALLY ACCELERATING STRING
Authors: PAKDEMIRLI M ULSOY AG CERANOGLU A
Citation: M. Pakdemirli et al., TRANSVERSE VIBRATION OF AN AXIALLY ACCELERATING STRING, Journal of sound and vibration, 169(2), 1994, pp. 179-196
SIMILARITY ANALYSIS OF BOUNDARY-LAYER EQUATIONS OF A CLASS OF NON-NEWTONIAN FLUIDS
Authors: PAKDEMIRLI M
Citation: M. Pakdemirli, SIMILARITY ANALYSIS OF BOUNDARY-LAYER EQUATIONS OF A CLASS OF NON-NEWTONIAN FLUIDS, International journal of non-linear mechanics, 29(2), 1994, pp. 187-196
CONVENTIONAL AND MULTIPLE DECK BOUNDARY-LAYER APPROACH TO 2ND AND 3RDGRADE FLUIDS
Authors: PAKDEMIRLI M
Citation: M. Pakdemirli, CONVENTIONAL AND MULTIPLE DECK BOUNDARY-LAYER APPROACH TO 2ND AND 3RDGRADE FLUIDS, International journal of engineering science, 32(1), 1994, pp. 141-154
BOUNDARY-LAYER FLOW OF POWER-LAW FLUIDS PAST ARBITRARY PROFILES
Authors: PAKDEMIRLI M
Citation: M. Pakdemirli, BOUNDARY-LAYER FLOW OF POWER-LAW FLUIDS PAST ARBITRARY PROFILES, IMA journal of applied mathematics, 50(2), 1993, pp. 133-148
DYNAMIC STABILITY OF A CONSTANTLY ACCELERATING STRIP
Authors: PAKDEMIRLI M BATAN H
Citation: M. Pakdemirli et H. Batan, DYNAMIC STABILITY OF A CONSTANTLY ACCELERATING STRIP, Journal of sound and vibration, 168(2), 1993, pp. 371-378
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