The PDF covers the following topics
related to Mechanics : Forces, Newton’s laws, Net force, Newton’s second
law, Weight, Normal force and friction force, Newton’s third law, Tension force, Spring force, Non-inertial frames of
reference, Friction and Drag, Energy, Kinetic energy, Work-energy theorem,
Potential energy and conservation of energy in a free fall, Multiple forces,
Potential energy and conservation of energy, Potential energy diagrams,
Non-conservative forces, Power, Conservative forces, Elastic potential
energy, Work-energy theorem with multiple conservative forces, Equilibrium
and stability, Law of gravitation, Gravitational force, Gravitational
potential energy, Harmonic motion.
The PDF covers the following topics
related to Mechanics : Forces, Newton’s laws, Net force, Newton’s second
law, Weight, Normal force and friction force, Newton’s third law, Tension force, Spring force, Non-inertial frames of
reference, Friction and Drag, Energy, Kinetic energy, Work-energy theorem,
Potential energy and conservation of energy in a free fall, Multiple forces,
Potential energy and conservation of energy, Potential energy diagrams,
Non-conservative forces, Power, Conservative forces, Elastic potential
energy, Work-energy theorem with multiple conservative forces, Equilibrium
and stability, Law of gravitation, Gravitational force, Gravitational
potential energy, Harmonic motion.
The topics explained in this pdf include:: Kinematics, Newtonian
Mechanics for single particles, Work and Energy, System of many particles,
Lagrangian mechanics - first approach, Lagrangian mechanics from Hamilton’s
principle, Elements of Hamiltonian mechanics, Central force motion and
two-body problem, Harmonic oscillator, Coupled oscillations, Non-inertial
reference frames, Motion of rigid bodies.
This lecture note helps students to develop the ability to work comfortably with basic engineering
mechanics concepts Required for analyzing static structures. Topics covered includes: friction And
Basics Structural Analysis, Centroid And Centre Of Gravity And Virtual Work And Energy Method, Particle Dynamics And Introduction To
Kinetics, Mechanical Vibrations.
This note provides an introduction to the mechanics of
materials and structures. You will be introduced to and become familiar
with all relevant physical properties and fundamental laws governing the
behavior of materials and structures and you will learn how to solve a
variety of problems of interest to civil and environmental engineers.
Topics covered includes: Galileo's problem, Dimensional analysis and
atomic explosion, Newton's laws of motion, Continuum model, Beam stress
model, Beam deformation, Beam elasticity and Fracture mechanics.
Author(s): Prof. Franz-Josef Ulm and Prof.
Markus Buehler
This note explores the
nature of rocks and rock masses as construction, foundation, or
engineering materials. Topics covered include: Physical properties of
intact rocks, stresses and strains, thermal, hydraulic and mechanical
properties of rocks and rock masses, applications of theory of
elasticity in rock mechanics, visco-elasticity, rock discontinuities,
hemispherical projection methods, in situ stresses and stress
measurements, rock slope engineering and underground excavations in
rock.
This
book covers the following topics: Fundamentals of Mechanics, Newton
Analyzed Planetary Motion, Systems of Particles, Conservation Laws,
Rigid Bodies, Constraints, Holonomic and Non-Holonomic Constraints,
Statically Indeterminate Structures.
This book is the result of the
experience of the writer in teaching the subject of Applied Mechanics at the
Massachusetts Institute of Technology. It is primarily a text-book ; and
hence the writer has endeavored to present the different subjects in such a
way as seemed to him best for the progress of the class, even though it be
at some sacrifice of a logical order of topics.
There is a strong
emphasis of classical mechanics with closeness to physics and
engineering. Among the topics explored: linear and nonlinear
oscillators; quasi-periodic and multiperiodic motions; systems with
constraints; Hamilton-Jacobi theory; integrable systems; stability
problems of dissipative and conservative systems. Numerous exercises
accompany the text, but the author assumes a knowledge of calculus.
This note covers the following topics: Acceleration, Angular Momentum, Conservation of Energy, Frames of Reference,
Friction, Forces, Gravitation, Linear Inertia, Mechanical Advantage, Linear
Momentum, Motion in One Dimension, Physical Measurements, Projectiles,
Rotational Dynamics, Rotational Inertia, Statics and Mechanical Equilibrium,
Torque, Vectors.
Author(s): Museum Informatics Project, University of
California, Berkeley
This
note covers the following topics: Matrix Algebra and Indicial Notation, Vectors and Linear Transformations,
Components of Tensors. Cartesian Tensors, Symmetry: Groups of Linear
Transformations, Calculus of Vector and Tensor Fields, Orthogonal Curvilinear
Coordinates, Calculus of Variations.
Author(s): Discrete
time dynamics, Local stability, Cycle stability, Hamiltonian dynamics, World in
a mirror, Qualitative dynamics, for pedestrians, Qualitative dynamics, for
cyclists,Fixed points and how to get them, Counting, Transporting densities, Averaging,
Trace formulas, Spectral determinants, Cycle expansions, Discrete factorization,
Thermodynamic ../physics-books-download/images/Chaos-Classical-and-Quantum-[PDF-813].jpg
This note covers the following topics: Numerical Methods, Conic
Sections, Plane and Spherical Trigonomtry, Coordinate Geometry in Three
Dimensions, Gravitational Field and Potential, Celestial Mechanics, Planetary
Motions, Computation of an Ephemeris, Photographic Astrometry, Calculation of
Orbital Elements, General Perturbation Theory, Visual Binary Stars and
Spectroscopic Binary Stars.