Proceedings of the ... International Conference on Offshore Mechanics and Arctic Engineering, Volume 6American Society of Mechanical Engineers, 1988 - Arctic regions |
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Page 65
... distribution is more direct . Now we can parameterize the Sonar Equation according to our model of the physical system , and rearrange terms to give : S ( t , x ) = RL ( t , x , ) [ PL ( t , xt ) - - + DI + ( T , α ) + DI , ( T , α ) TL ...
... distribution is more direct . Now we can parameterize the Sonar Equation according to our model of the physical system , and rearrange terms to give : S ( t , x ) = RL ( t , x , ) [ PL ( t , xt ) - - + DI + ( T , α ) + DI , ( T , α ) TL ...
Page 114
... distribution and total anode consumption after periods of one week , one month , three months and six months . The dynamic polarization curves given by de Carlo [ 14 ] were applied after a survey of available data . De Carlo's data was ...
... distribution and total anode consumption after periods of one week , one month , three months and six months . The dynamic polarization curves given by de Carlo [ 14 ] were applied after a survey of available data . De Carlo's data was ...
Page 121
CURRENT DISTRIBUTION AFTER ONE MONTH - M.A./SQ.M . PLOT 23.57.1 FLUN LINE 1 -3.723 € +1 LINE 6 1.504E + 2 CMC / BEASY FIGURE 15 Current Distribution after One Month PLOT VOLTAGE DISTRIBUTION AFTER ONE DAY 42.19.1 TEMP LIME 1 -1.034E 3 ...
CURRENT DISTRIBUTION AFTER ONE MONTH - M.A./SQ.M . PLOT 23.57.1 FLUN LINE 1 -3.723 € +1 LINE 6 1.504E + 2 CMC / BEASY FIGURE 15 Current Distribution after One Month PLOT VOLTAGE DISTRIBUTION AFTER ONE DAY 42.19.1 TEMP LIME 1 -1.034E 3 ...
Contents
COMPUTER TECHNOLOGY 3D GRAPHICS | 1 |
COMPUTER TECHNOLOGY ROBOTICS AND SYSTEMS CONTROL | 29 |
A Computer System for Permanent Control of Offshore Structure Behaviour | 39 |
Copyright | |
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actions algorithm allows analysis applications approach base blending boundary calculated capacity causes color complete components constant constraints construction contains cost curve depth described detailed determined direction display distribution drag effect elements engineering equation example expert system external Figure force frame function geometry given graphics horizontal implementation integrated interactive interface International involved knowledge lead length light linear load manufacturing Mechanics method modules mooring mooring line motion object offshore operations parameters performed planning platform position possible presented probability problem production radius reduce reflection representation represents Research robot rules selection shown shows simulation solid solution space stiffness structural surface task techniques Technology unit values variables vector vessel weight welding Wire