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- W571492857 abstract "AFTER DISCUSSING THE MANUAL APPLICATION OF THE FINITE DIFFERENCE METHOD TO A SIMPLE CASE OF APPROXIMATE SOLUTION OF TERZAGHI'S ONE-DIMENSIONAL CONSOLIDATION EQUATION, THE AUTHOR DESCRIBES THE APPLICATION OF THE SAME METHOD BY COMPUTER. IT IS NOW POSSIBLE TO SOLVE THE SAME EQUATION FOR A LARGE NUMBER OF LAYERS (DRAINAGE LAYERS OR OTHER TYPES OF LAYER), IRRESPECTIVE OF THEIR LIMIT CONDITIONS AND STILL WITHIN THE LIMITS OF TERZAGHI'S THEORY. THE CALCULATIONS CARRIED OUT WITH THE HELP OF THE PROGRAMME DESCRIBED IN THE ARTICLE ENABLE THE PORE PRESSURE ISOCHROMES IN A MULTICOURSE SYSTEM AND THE CORRESPONDING DEGREE OF CONSOLIDATION TO BE DETERMINED AS A FUNCTION OF ANY PORE PRESSURE INITIAL DISTRIBUTION. DEPENDING ON THE PROBLEM TO BE SOLVED, DIFFERENT FACTORS CAN BE INTRODUCED (STAGE CONSTRUCTION OF AN EMBANKMENT) AND ADDITIONAL CALCULATIONS CAN BE MADE SIMULTANEOUSLY. AN EXAMPLE OF THE APPLICATION OF THE METHOD TO AN EXPERIMENTAL EMBANKMENT SHOWS THE POSSIBILITIES OF APPLICATION OF THE TECHNIQUE. SEE ALSO IRRD ABSTRACTS NOS 102441 AND 900010 TO 900019." @default.
- W571492857 created "2016-06-24" @default.
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- W571492857 date "1972-05-01" @default.
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- W571492857 title "SOLUTION OF THE ONE-DIMENSIONAL CONSOLIDATION EQUATION BY MEANS OF THE FINITE DIFFERENCE METHOD" @default.
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