Innovative Ship Design

coursetab

c_lecno Title files
1 Lecture 1 : Design equation 5629.pdf
2 Lecture 2-1 : Resistance Lecture 2-2 : Freeboard 5630.pdf, 5630.pdf
2 Lecture 2-1 : Resistance Lecture 2-2 : Freeboard 5631.pdf, 5631.pdf
3 Lecture 3-1 : Propeller Lecture 3-2 : Diesel Engine 5632.pdf, 5632.pdf
3 Lecture 3-1 : Propeller Lecture 3-2 : Diesel Engine 5633.pdf, 5633.pdf
4 Lecture 4-1 : M.E Selection Lecture 4-2 : Determination of principals of contaniner ships using Largrange Multiplier 5518.pdf, 5518.pdf
4 Lecture 4-1 : M.E Selection Lecture 4-2 : Determination of principals of contaniner ships using Largrange Multiplier 5517.pdf, 5517.pdf
5 Lecture 5-1 : Hullform variation Lecture 5-2 : Hull form design by EzHULL 5519.pdf, 5519.pdf
5 Lecture 5-1 : Hullform variation Lecture 5-2 : Hull form design by EzHULL 5520.pdf, 5520.pdf
6 Lecture 6-1 : General Arrangement Lecture 6-2 : Arrangement Design by EzCOMPART 5634.pdf, 5634.pdf
6 Lecture 6-1 : General Arrangement Lecture 6-2 : Arrangement Design by EzCOMPART 5635.pdf, 5635.pdf
7 Lecture 7 : Trin & Stability_Hydrostatic Calculation by Classical Hydrostatic 5636.p
8 Lecture 8-1 : Trim & Stability_Hydrostatic calculation by pressure intergration technique Lecture 8-2 : Trim & Stability_Calculation of Stability in Barge ship 5637.pdf, 5637.pdf
8 Lecture 8-1 : Trim & Stability_Hydrostatic calculation by pressure intergration technique Lecture 8-2 : Trim & Stability_Calculation of Stability in Barge ship 5638.pdf, 5638.pdf
9, 10 Lecture 9, 10 : Ship Motion & Wave Loads 5642.pdf
11 Lecture 11-1 : Elasticity_Sign Convention, Stress, Strain Lecture 11-2 : Elasticity_Governing Equation 5643.pdf, 5643.pdf
11 Lecture 11-1 : Elasticity_Sign Convention, Stress, Strain Lecture 11-2 : Elasticity_Governing Equation 5644.pdf, 5644.pdf
12 Lecture 12 : Elasticity_2D Problem 5645.pdf
13, 14 Lecture 13, 14 : Midship Section Rule Scantling 5639.pdf
15 Lecture 15-1 : Variational Method and Approximation Lecture 15-2 : Integral Equations and Approximation 5640.pdf, 5640.pdf
15 Lecture 15-1 : Variational Method and Approximation Lecture 15-2 : Integral Equations and Approximation 5641.pdf, 5641.pdf