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Define about the Modified Joule-Thomson?
Container A of variable volume V controlled by a frictionless piston immersed in a bath at temperature T. This container is connected by a pipe with a porous plug to another container, B, of fixed volumeV1. Container A is primarily occupied by an ideal gas at pressure P while container B is primarily evacuated.
The gas is authorized to flow through the plug and the pressure on the piston is maintained at the constant value P. While the pressure of the gas in B reaches P the experiment is terminated. Abandon any heat conduction through the plug show that the final temperature of the gas in B is T1= (Cp/Cv) where Cp and Cv are the molar heats at constant pressure and volume of the gas.
It is the ratio of the internal electric field induced by the charges on the surface on the dielectric when an external field applied to the polarization of the dielectric.
Illustrate the graphs showing variation of inductive reactance and Capacitive reactance with frequency of applied a.c. source.
It is defined as the magnetic lines of force per unit area of the pole face. B=φ/A where φ is the magnetic lines of f
Is it determined by acceleration or velocity? Force or momentum?
which type of diode we have use ?
Water at 10 Celsius flows at uniform velocity of 0.1 m/sec into a parallel plate channel, which is wide in the third direction. The parallel plates are at 20 Celsius and are 1.0 cm
Besides solid, liquid, and gas, what is the fourth form of matter? Ans: The fourth form of matter is plasma.
Chemical action in lead acid battery: When the lead acid battery is delivering current, the sulphuric acid breaks up into Hydrogen ions (H 2 ) carrying a positive charge and Su
Q. What are the differences between fringes obtained in Newton's ring experiment and those produced by a bi-prism. Difference between Bi-Prism Fringes and Newton's rings
Two charges eachof q=+2 micro coloumb are placed at the vertices Q and R of the triangle .the sum of sides PQ and PR is 12cm and their product is 32 cm_2 .the potential at point P
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