Internal energy - thermodynamics, Mechanical Engineering

Assignment Help:

Internal Energy (U):

It is the energy possessed by the system on account of its configurations, and motion of atoms and molecules. Not like potential energy and kinetic energy of a system, which is visible and can be felt, internal energy is the invisible form of energy and can only be sensed. In thermodynamics, the major interest of study lies in knowing the change in internal energy than to know its absolute value.

The internal energy of a system is the sum of energies contributed by several configurations and inherent molecular motions. These contributing energies are given below

(1) Spin energy: because of clockwise or anticlockwise spin of the electrons about their own axes.

(2) Potential energy: because of intermolecular forces (Coulomb and gravitational forces), which keep molecules together.

(3) Transitional energy: because of movement of molecules in all the directions with all possible velocities within the system, this results in kinetic energy acquired by translatory motion.

(4) Rotational energy: because of rotation of molecules about the centre of mass of the system, resulting in kinetic energy acquired by the rotational motion. Such form of energy exists invariably in diatomic and polyatomic gases.

(5) Vibrational energy: because of vibration of molecules at the high temperatures.

(6) Binding energy: because of force of attraction between various sub atomic particles and nucleus.

(7) Other forms of energies such as Electric dipole and magnetic dipole energy when system is subjected to electric and magnetic fields. High velocity energy when rest mass of system mo changes to variable mass m according to Eisenstein's theory of relativity). The internal energy of system can increase or decrease during the thermodynamic operations. The internal energy will increase if the energy is absorbed and will decrease when energy is evolved out.

 


Related Discussions:- Internal energy - thermodynamics

Steps for solving problem for finding maximum power, Step s for Solving Pr...

Step s for Solving Problem for Finding Maximum Power: 1. Use formula stress (σ) = force (Maximum Tension)/Area Where;  Area = b.t that is, T max = σ.b.t 2. Unit mass (

Relation ship, what is the relation ship between tolrancr grade and manufac...

what is the relation ship between tolrancr grade and manufacturing process ?

Determine the magnitude and nature of the force, A frame PQRSTU is hinged t...

A frame PQRSTU is hinged to a rigid support at P and is simply supported at T. It is loaded as indicated in the figure below. Determine the magnitude and nature of the force in the

#title.wedge friction, explain wedge friction?with simple example? solve an...

explain wedge friction?with simple example? solve any simple problem in wedge friction

Cermets-alloys for cutting tools, Cermets Such are the variation of ce...

Cermets Such are the variation of cemented carbides while the carbides of W and Ti are solidified in the softer matrix of Co and Nickel to get high hardness, resistance to hig

welding, types of welding, pressure and non pressure weldin

types of welding, pressure and non pressure welding

Branches of mechanics, Branches of mechanics: Mechanics is basically d...

Branches of mechanics: Mechanics is basically divided in to two parts Static's and Dynamics, Dynamics is further divided in kinematics and kinetics Statics: It deals with

How can we use cereals, Q. How can we use Cereals? Foundry cereal is fi...

Q. How can we use Cereals? Foundry cereal is finely ground corn flour or corn starch. It (0.25-2%) increases the green and dry strengths of the moulding sand. Since the cereal

Determine the interface temperature, A steel pipe with 50 mm OD is covered ...

A steel pipe with 50 mm OD is covered with a 6.4 mm asbestos insulation followed by a 25 mm layer of fiber-glass insulation [K = 0.0485 Wmk]. The pipe temperature is 393 K and the

Write Your Message!

Captcha
Free Assignment Quote

Assured A++ Grade

Get guaranteed satisfaction & time on delivery in every assignment order you paid with us! We ensure premium quality solution document along with free turntin report!

All rights reserved! Copyrights ©2019-2020 ExpertsMind IT Educational Pvt Ltd