The Springer International Series in Engineering and Computer Science Ser.: Introduction to Physical Modeling with Modelica by Michael Tiller (2001, Hardcover)
SeriesThe Springer International Series in Engineering and Computer Science Ser.
FormatHardcover
Dimensions
Item Weight54.3 Oz
Item Length9.3 in
Item Width6.1 in
Additional Product Features
Intended AudienceScholarly & Professional
LCCN2001-029416
Reviews' Altogether the book gives a comprehensive introduction to physical modelling and the new language Modelica and can be recommended to engineers and scientists who have to create or use models of physical systems. ' Peter Beater, Simulation News Europe, Issue 32/33, (November 2001), 'Altogether the book gives a comprehensive introduction to physical modelling and the new language Modelica and can be recommended to engineers and scientists who have to create or use models of physical systems.' Peter Beater, Simulation News Europe, Issue 32/33, (November 2001)
Dewey Edition21
Series Volume Number615
Number of Volumes1 vol.
IllustratedYes
Dewey Decimal005/.35133
Table Of ContentI The Modelica Language.- 1 Introduction.- 2 Differential Equations.- 3 Building and Connecting Components.- 4 Enabling Reuse.- 5 Functions.- 6 Using Arrays.- 7 Hybrid Models.- 8 Exploring Nonlinear Behavior.- 9 Miscellaneous.- II Effective Modelica.- 10 Multi-Domain Modeling.- 11 Block Diagrams vs. Acausal Modeling.- 12 Building Libraries.- 13 Initial Conditions.- 14 Efficiency.- Appendices.- A-- History of Modelica.- A.1 Contributors to the Modelica language.- A.2 Contributors to the Modelica Standard Library.- B-- Modelica Syntax.- C-- Modelica Standard Library: Connectors.- C.1 Electrical (Analog).- C.2 Block diagrams.- C.3 Translational motion.- C.4 Rotational motion.- D-- Modelica Standard Library: Common Units.- D.1 Time and space.- D.2 Periodic phenomenon.- D.3 Mechanics.- D.4 Thermodynamics.- D.5 Electricity.- D.6 Physical chemistry.- E-- Modelica Standard Library: Constants.- F-- Modelica Standard Library: Math Functions.- F.1 Geometric functions.- F.2 Inverse geometric functions.-F.3 Hyperbolic geometric functions.- F.4 Exponential functions.- References.