Computational methods for PDE in mechanics / Berardino D'Acunto.
D'Acunto, Berardino.| Call Number | 515.353 D11C |
| Author | D'Acunto, Berardino. |
| Title | Computational methods for PDE in mechanics / Berardino D'Acunto. Computational methods for partial differential equations in mechanics |
| Publication | Hackensack, NJ : World Scientific Pub., c2004. |
| Physical Description | xv, 278 p. : ill. ; 23 cm. + 1 CD-ROM (4 3/4 in.) |
| Series | Series on advances in mathematics for applied sciences ; v. 67 |
| Contents | Finite differences -- Fourier model of heat conduction -- An explicit method for the heat equation -- A Windows program -- The Heat2 project -- Parabolic equations -- The Heat3 project -- Wave motions -- Finite-difference methods for the wave equation -- Hyperbolic equations -- Elliptic equations. |
| Subject | Differential equations, Partial Numerical solutions. MECHANICS, APPLIED. �Equations aux d�eriv�ees partielles Solutions num�eriques. M�ecanique appliqu�ee. |
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$a Computational methods for partial differential equations in mechanics
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$a xv, 278 p. : $b ill. ; $c 23 cm. + $e 1 CD-ROM (4 3/4 in.)
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$a Series on advances in mathematics for applied sciences ; $v v. 67
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$a Includes bibliographical references and index.
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$a Finite differences -- Fourier model of heat conduction -- An explicit method for the heat equation -- A Windows program -- The Heat2 project -- Parabolic equations -- The Heat3 project -- Wave motions -- Finite-difference methods for the wave equation -- Hyperbolic equations -- Elliptic equations.
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$a Differential equations, Partial $x Numerical solutions.
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$a MECHANICS, APPLIED.
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$a �Equations aux d�eriv�ees partielles $x Solutions num�eriques.
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$a M�ecanique appliqu�ee.
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| Contents | Finite differences -- Fourier model of heat conduction -- An explicit method for the heat equation -- A Windows program -- The Heat2 project -- Parabolic equations -- The Heat3 project -- Wave motions -- Finite-difference methods for the wave equation -- Hyperbolic equations -- Elliptic equations. |
| Subject | Differential equations, Partial Numerical solutions. MECHANICS, APPLIED. �Equations aux d�eriv�ees partielles Solutions num�eriques. M�ecanique appliqu�ee. |