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  • Ký hiệu PL/XG: TA352 .A85 2005
    Nhan đề: Analytical dynamics : theory and applications / Mark D. Ardema.

LCC TA352
DDC 620.1/04
Tác giả CN Ardema, Mark D.
Nhan đề Analytical dynamics : theory and applications / Mark D. Ardema.
Thông tin xuất bản New York : Kluwer Academic/Plenum Publishers, 2005.
Mô tả vật lý xv, 340 p. : ill. ; 26 cm.
Tóm tắt "This book takes a traditional approach to the development of the methods of analytical dynamics. After a review of Newtonian dynamics, the basic concepts of analytical dynamics - classification of constraints, classification of forces, virtual displacements, virtual work and variational principles - are introduced and developed. Next, Langrange's equations are derived and their integration is discussed. The Hamiltonian portion of the book covers Hamilton's canonical equations, contact transformations, and Hamilton-Jacobi theory. Also included are chapters on stability of motion, impulsive forces, and the Gibbs-Appell equation. Two types of examples are used throughout the book. The first type is intended to illustrate key results of the theoretical development, and these are deliberately kept as simple as possible. The other type is included to show the application of the theoretical results to complex, real-life problems. These examples are often quite lengthy, comprising an entire chapter in some cases." -- Publisher.
Thuật ngữ chủ đề Dynamics.
Môn học Động lực học công trình
Môn học Động lực học ứng dụng
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05000|aTA352|b.A85 2005
08200|222|a620.1/04
092 |a620.104|bA73a, 2005
1001 |aArdema, Mark D.
24510|aAnalytical dynamics : |btheory and applications / |cMark D. Ardema.
260 |aNew York : |bKluwer Academic/Plenum Publishers, |c2005.
300 |axv, 340 p. : |bill. ; |c26 cm.
504 |aIncludes bibliographical references (p. 335-336) and index.
520 |a"This book takes a traditional approach to the development of the methods of analytical dynamics. After a review of Newtonian dynamics, the basic concepts of analytical dynamics - classification of constraints, classification of forces, virtual displacements, virtual work and variational principles - are introduced and developed. Next, Langrange's equations are derived and their integration is discussed. The Hamiltonian portion of the book covers Hamilton's canonical equations, contact transformations, and Hamilton-Jacobi theory. Also included are chapters on stability of motion, impulsive forces, and the Gibbs-Appell equation. Two types of examples are used throughout the book. The first type is intended to illustrate key results of the theoretical development, and these are deliberately kept as simple as possible. The other type is included to show the application of the theoretical results to complex, real-life problems. These examples are often quite lengthy, comprising an entire chapter in some cases." -- Publisher.
650 0|aDynamics.
690|aĐộng lực học công trình
690|aĐộng lực học ứng dụng
8561|uhttps://thuvien.ntu.edu.vn/ntukiposdata/ntulibdigitalcollections/coverimages/600_khoahocungdung_congnghe/620_congnghe_hoatdonglienhe/620_congnghevahoatdonglienhe/analytical dynamics theory and applications_mark d. ardemasmallthumb.jpg
890|a0|b0|c1|d1
994 |aC0|bAKP
999|aArkansas Technical University
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