what is application and define the applications of mechanics
Mechanics is the plural. The singular form is mechanic.
The correct possessive form of the plural noun mechanics is mechanics', as in your question.Example: Both mechanics' opinion of the problem was different.
Mechanics means "one thing follows another in a logical chain". Mechanics is not a physical term in the first place, but a logical term. When something happens, it has consequences, and the joint event of both is addressed as of "mechanical nature". So, the study of anything that involves learning in-depth the knowledge of the intimate behavior of something is known as the mechanics of said something. In Physics, Mechanics is, again, the study of the intimate behavior, of phenomena involving all of the existent. Classical Mechanics is both a specific subject and a general scope for the study of Physics; it get in-depth in the study of solid objets (Solid Mechanics) in both their stages of rest (Statics) and movement (Dynamics), with special interest in the behavior involving motion (Kinematics) and energy (Kinetics). Later on, all these concepts are reapplied for the study of non-solid matter: fluids, hence called Fluid Mechanics (which has two clear branches: the branch that studies the behavior of liquids - Hydraulics, and the one that studies the behavior of gases - Pneumatics). The latter subject is intimately bonded with the study of mechanics of energy, especially regarding heat (Thermodynamics). There are many other subjects dubbed with the term Mechanics, and all of them share the common factor of studying the intimate behavior of a given phenomenon. In Engineering, Mechanics involves the application of techiques, all born in Physics, in a quite many fields. Solid Mechanics, Fluid & Thermodynamics, Optics, Materials Mechanics, Hydraulics, Pneumatics; are some of the examples covered. As a technique, the term is usually addressed to activities involving the use and maintenance of machinery. Automotive mechanics, which is the work done in the car shops, is usually abbreviated to "mechanics" as an idiom. Industrial mechanics is the activity that involves using, repairing and tooling industrial machinery, especially when speaking of metal-mechanical machinery (lathes, presses, forges, etc.), this is, where the prime matters to be worked over are metals; but it can also apply to activities where prime matters are not metals, like plastics and wood. The work with machinery for construction and moving earth businesses is not usually addressed as industrial mechanics, though many of the activities involved certainly fit in the term.
They contract mechanics
Here's an online directory with info on countless mechanics schools that should explain what they teach. Here it is: www.mechanicschoolsdirectory.com/
what is application and define the applications of mechanics
Soil mechanics is a discipline in which application of laws of mechanics and fluid mechanics are applied where as in mechanics laws of physics are applied
used in auto mobiles
Computer Science is to mechanics as Computer Application is to drivers education.
the application of the laws of mechanics, hydraulics, and interfacial physics to engineering problems dealing with partially saturated soils.''
Boris IUr'evich Kogan has written: 'The application of mechanics to geometry' -- subject(s): Geometry, Mechanics
Application in String theory in Quantum Mechanics
the best example is orbital mechanics of engineering mechanics in telecommunication engineering.(books on wikipidia) by a student of comsats wah cantt(BS(TE)b1)\ ADEEL AHSAN m.adeelahsan@yahoo.com
Chengjie Zhang has written: 'The application of damage mechanics to carbon fibre composites'
Applied Mechanics is a branch of Science that treats of the action of forces on Engineering Structure.Applied mechanics is a branch of the physical sciences and the practical application of mechanics. Applied mechanics examines the response of bodies (solids and fluids) or systems of bodies to external forces. Some examples of mechanical systems include the flow of a liquid under pressure, the fracture of a solid from an applied force, or the vibration of an ear in response to sound.
M. Winnink has written: 'An application of C*-algebras to quantum statistical mechanics of systems in equilibrium'
H. R. Coish has written: 'Application of the factorization method to problems of quantum mechanics'