A NUMERICAL METHOD OF SOLVING A HEAT FLOW PROBLEM WITH MOVING BOUNDARY

[1] BRUCE GH, 1953, T AM I MIN MET ENG, V198, P79

[2] Carslaw HS., 1948, CONDUCTION HEAT SOLI

[3] CRANK J, 1947, P CAMB PHIL SOC, V45, P50

[4] ON THE NUMERICAL INTEGRATION OF A PARABOLIC DIFFERENTIAL EQUATION SUBJECT TO A MOVING BOUNDARY CONDITION [J]. DUKE MATHEMATICAL JOURNAL, 1955, 22 (04) : 557 - 571

[5] STEFAN-LIKE PROBLEMS [J]. QUARTERLY OF APPLIED MATHEMATICS, 1950, 8 (03) : 312 - 319

[6] A NOTE ON THE EXISTENCE OF A SOLUTION TO A PROBLEM OF STEFAN [J]. QUARTERLY OF APPLIED MATHEMATICS, 1951, 9 (02) : 185 - 193

[7] HEAT CONDUCTION IN A MELTING SOLID [J]. QUARTERLY OF APPLIED MATHEMATICS, 1950, 8 (01) : 81 - 94

[8] RICHARDSON LF, 1910, PHILOS T R SOC A, V210, P307, DOI DOI 10.1098/RSTA.1911.0009

[9] THOMAS LH, UNPUB ELLIPTIC PROBL

[10] YOUNG D, 1956, 18 U MAR INT TECHN R

[1] BRUCE GH, 1953, T AM I MIN MET ENG, V198, P79

[2] Carslaw HS., 1948, CONDUCTION HEAT SOLI

[3] CRANK J, 1947, P CAMB PHIL SOC, V45, P50

[4] ON THE NUMERICAL INTEGRATION OF A PARABOLIC DIFFERENTIAL EQUATION SUBJECT TO A MOVING BOUNDARY CONDITION [J]. DUKE MATHEMATICAL JOURNAL, 1955, 22 (04) : 557 - 571

[5] STEFAN-LIKE PROBLEMS [J]. QUARTERLY OF APPLIED MATHEMATICS, 1950, 8 (03) : 312 - 319

[6] A NOTE ON THE EXISTENCE OF A SOLUTION TO A PROBLEM OF STEFAN [J]. QUARTERLY OF APPLIED MATHEMATICS, 1951, 9 (02) : 185 - 193

[7] HEAT CONDUCTION IN A MELTING SOLID [J]. QUARTERLY OF APPLIED MATHEMATICS, 1950, 8 (01) : 81 - 94

[8] RICHARDSON LF, 1910, PHILOS T R SOC A, V210, P307, DOI DOI 10.1098/RSTA.1911.0009

[9] THOMAS LH, UNPUB ELLIPTIC PROBL

[10] YOUNG D, 1956, 18 U MAR INT TECHN R