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1000 tulosta hakusanalla Georg Emanuel Haas

Die Passauer in Prag

Die Passauer in Prag

Georg Emanuel Haas

Henricus - Edition Deutsche Klassik GmbH, Berlin
2023
pokkari
Georg Emanuel Haas: Die Passauer in Prag. Historischer Roman Erstdruck: Wien, H. Markgraf und Comp., 1862. Neuausgabe. Herausgegeben von Karl-Maria Guth. Berlin 2023. Der Text dieser Ausgabe wurde behutsam an die neue deutsche Rechtschreibung angepasst. Umschlaggestaltung von Thomas Schultz-Overhage unter Verwendung des Bildes: Laurentius Ram e als Generalobrist im K rass, Kupferstich von Lucas Kilian, 1611. Gesetzt aus der Minion Pro, 11 pt. Henricus - Edition Deutsche Klassik GmbH
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Die Passauer in Prag

Die Passauer in Prag

Georg Emanuel Haas

Henricus - Edition Deutsche Klassik GmbH, Berlin
2023
sidottu
Georg Emanuel Haas: Die Passauer in Prag. Historischer Roman Erstdruck: Wien, H. Markgraf und Comp., 1862. Neuausgabe. Herausgegeben von Karl-Maria Guth. Berlin 2023. Der Text dieser Ausgabe wurde behutsam an die neue deutsche Rechtschreibung angepasst. Umschlaggestaltung von Thomas Schultz-Overhage unter Verwendung des Bildes: Laurentius Ram e als Generalobrist im K rass, Kupferstich von Lucas Kilian, 1611. Gesetzt aus der Minion Pro, 11 pt. Henricus - Edition Deutsche Klassik GmbH
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Shock Wave Dynamics

Shock Wave Dynamics

George Emanuel

CRC Press
2019
nidottu
Working knowledge of the relations of various quantities and their derivatives across a shock wave is useful for any advanced research involving shock waves. Although these relations can be derived in principle by any diligent student of the subject, the derivations are often not trivial, and once derived, neither the approach nor the result can be confidently verified. Comprehensive and analytical, Shock Wave Dynamics: Derivatives and Related Topics includes not only the final results but also the methods, which are of great practical value as examples of mathematical procedure in this field. The book focuses on shock wave derivatives under various conditions and extensively covers shock-generated vorticity, including a novel analysis of triple points. Special care is given to the presentation of assumptions, implementation requirements, and the illustrative examples included for partial verification of the preceding analysis. Designed both as a research monograph and for self study, Shock Wave Dynamics is a complete discussion of shock wave dynamics. An analytical exploration of shock wave phenomena, it will be interesting reading for experts in the field of high-speed gas dynamics. Given today's emphasis on numerical simulation, it will also be of interest to computational engineers as a source for code verification and validation.
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Solution of Ordinary Differential Equations by Continuous Groups

Solution of Ordinary Differential Equations by Continuous Groups

George Emanuel

CRC Press
2019
nidottu
Written by an engineer and sharply focused on practical matters, this text explores the application of Lie groups to solving ordinary differential equations (ODEs). Although the mathematical proofs and derivations in are de-emphasized in favor of problem solving, the author retains the conceptual basis of continuous groups and relates the theory to problems in engineering and the sciences. The author has developed a number of new techniques that are published here for the first time, including the important and useful enlargement procedure. The author also introduces a new way of organizing tables reminiscent of that used for integral tables. These new methods and the unique organizational scheme allow a significant increase in the number of ODEs amenable to group-theory solution. Solution of Ordinary Differential Equations by Continuous Groups offers a self-contained treatment that presumes only a rudimentary exposure to ordinary differential equations. Replete with fully worked examples, it is the ideal self-study vehicle for upper division and graduate students and professionals in applied mathematics, engineering, and the sciences.
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Analytical Fluid Dynamics

Analytical Fluid Dynamics

George Emanuel

CRC Press
2015
sidottu
New Edition Now Covers Shock-Wave AnalysisAn in-depth presentation of analytical methods and physical foundations, Analytical Fluid Dynamics, Third Edition breaks down the "how" and "why" of fluid dynamics. While continuing to cover the most fundamental topics in fluid mechanics, this latest work emphasizes advanced analytical approaches to aid in the analytical process and corresponding physical interpretation. It also addresses the need for a more flexible mathematical language (utilizing vector and tensor analysis and transformation theory) to cover the growing complexity of fluid dynamics. Revised and updated, the text centers on shock-wave structure, shock-wave derivatives, and shock-produced vorticity; supersonic diffusers; thrust and lift from an asymmetric nozzle; and outlines operator methods and laminar boundary-layer theory. In addition, the discussion introduces pertinent assumptions, reasons for studying a particular topic, background discussion, illustrative examples, and numerous end-of-chapter problems.Utilizing a wide variety of topics on inviscid and viscous fluid dynamics, the author covers material that includes: Viscous dissipationThe second law of thermodynamicsCalorically imperfect gas flowsAerodynamic sweepShock-wave interferenceUnsteady one-dimensional flowInternal ballisticsForce and momentum balanceThe Substitution PrincipleRarefaction shock wavesA comprehensive treatment of flow property derivatives just downstream of an unsteady three-dimensional shockShock-generated vorticityTriple pointsAn extended version of the Navier-Stokes equationsShock-free supersonic diffusersLift and thrust from an asymmetric nozzleAnalytical Fluid Dynamics, Third Edition outlines the basics of analytical fluid mechanics while emphasizing analytical approaches to fluid dynamics. Covering the material in-depth, this book provides an authoritative interpretation of formulations and procedures in analytical fluid dynamics, and offers analytical solutions to fluid dynamic problems.
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Shock Wave Dynamics

Shock Wave Dynamics

George Emanuel

CRC Press Inc
2012
sidottu
Working knowledge of the relations of various quantities and their derivatives across a shock wave is useful for any advanced research involving shock waves. Although these relations can be derived in principle by any diligent student of the subject, the derivations are often not trivial, and once derived, neither the approach nor the result can be confidently verified. Comprehensive and analytical, Shock Wave Dynamics: Derivatives and Related Topics includes not only the final results but also the methods, which are of great practical value as examples of mathematical procedure in this field. The book focuses on shock wave derivatives under various conditions and extensively covers shock-generated vorticity, including a novel analysis of triple points. Special care is given to the presentation of assumptions, implementation requirements, and the illustrative examples included for partial verification of the preceding analysis. Designed both as a research monograph and for self study, Shock Wave Dynamics is a complete discussion of shock wave dynamics. An analytical exploration of shock wave phenomena, it will be interesting reading for experts in the field of high-speed gas dynamics. Given today's emphasis on numerical simulation, it will also be of interest to computational engineers as a source for code verification and validation.
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Solution of Ordinary Differential Equations by Continuous Groups

Solution of Ordinary Differential Equations by Continuous Groups

George Emanuel

CRC Press Inc
2000
sidottu
Written by an engineer and sharply focused on practical matters, this text explores the application of Lie groups to solving ordinary differential equations (ODEs). Although the mathematical proofs and derivations in are de-emphasized in favor of problem solving, the author retains the conceptual basis of continuous groups and relates the theory to problems in engineering and the sciences. The author has developed a number of new techniques that are published here for the first time, including the important and useful enlargement procedure. The author also introduces a new way of organizing tables reminiscent of that used for integral tables. These new methods and the unique organizational scheme allow a significant increase in the number of ODEs amenable to group-theory solution. Solution of Ordinary Differential Equations by Continuous Groups offers a self-contained treatment that presumes only a rudimentary exposure to ordinary differential equations. Replete with fully worked examples, it is the ideal self-study vehicle for upper division and graduate students and professionals in applied mathematics, engineering, and the sciences.
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