Engineering mechanics : dynamics (metric edition) / Andrew Pytel and Jaan Kiusalaas

By: Pytel, Andrew [author]Contributor(s): Kiusalaas, Jaan [co-author]Material type: TextTextPublication details: Boston, MA : Cengage Learning, c2020Edition: Fourth EditionDescription: xii, 655 pages : illustrations ; 27 cmISBN: 9789814866262Subject(s): DYNAMICS | MECHANICS, APPLIEDLOC classification: TA 351 .P98 2020
Contents:
Introduction to dynamics -- Dynamics of a particle: rectangular coordinates -- Dynamics of a particle: curvilinear coordinates -- Work-energy with impulse-momentum principles for a particle -- Dynamics of particle systems -- Planar kinematics of rigid bodies -- Planar kinetics of rigid bodies: force-mass-acceleration method -- Planar kinetics of rigid bodies: work-energy and impulse-momentum methods -- Rigid-body dynamics in three dimensions -- Vibrations -- Proof of the relative velocity equation for rigid-body motion -- Numerical solution of differential equations -- Mass moments and products of inertia.
Summary: Contains large number of problems that are to be solved by the student.
Item type: Books
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RES QA 76.76.D47 .L39 2020 Agile project management / RES QA 303.2 .L37 2019 Calculus / RES QC 21.3 .L56 2017 vol.1 University Physics : volume 1 / RES TA 351 .P98 2020 Engineering mechanics : dynamics (metric edition) / RES TA 357 .D45 2013 c.2 Simplified fluid mechanics (expanded version of hydraulics reference text) : with board examination problems in hydraulics / RES TA 551.P55 .L37 1987 c.2 Elementary surveying /

Includes index.

Introduction to dynamics --
Dynamics of a particle: rectangular coordinates --
Dynamics of a particle: curvilinear coordinates --
Work-energy with impulse-momentum principles for a particle --
Dynamics of particle systems --
Planar kinematics of rigid bodies --
Planar kinetics of rigid bodies: force-mass-acceleration method --
Planar kinetics of rigid bodies: work-energy and impulse-momentum methods --
Rigid-body dynamics in three dimensions --
Vibrations --
Proof of the relative velocity equation for rigid-body motion --
Numerical solution of differential equations --
Mass moments and products of inertia.

Contains large number of problems that are to be solved by the student.

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