An equation relating the limiting molar conductivity Λm 0 (see Kohlrausch's law) to the ionic diffusion coefficients, devised by Nernst and Albert Einstein. The Nernst-Einstein equation is Λm 0=(F 2/RT)(v+ z+ 2 D++v– z– 2 D–), where F is the Faraday constant, R is the gas constant, T is the thermodynamic temperature, v+ and v– are the number of cations and anions per formula unit of electrolyte, z+ and z– are the valences of the ions, and D+ and D– are the diffusion coefficients of the ions. An application of the Nernst-Einstein equation is to calculate the ionic diffusion coefficients from experimental determinations of conductivity.
Λm 0=(F 2/RT)(v+ z+ 2 D++v– z– 2 D–)
That would probably be something like a "physical equation".That would probably be something like a "physical equation".That would probably be something like a "physical equation".That would probably be something like a "physical equation".
t is the significance of Z-transform
It is the general form of a quadratic equation.
It is the mechanical equivalent of heat.
They are frequently used in Engineering applications.
The constant "t" in an equation represents time, and its significance lies in determining how the variables in the equation change over time.
There is no significance at all.
That would probably be something like a "physical equation".That would probably be something like a "physical equation".That would probably be something like a "physical equation".That would probably be something like a "physical equation".
physical significance of hall coefficient
t is the significance of Z-transform
It is the general form of a quadratic equation.
The Helmholtz wave equation is important in physics because it helps describe how waves propagate in different physical systems. It is a partial differential equation that is used to study wave phenomena in areas such as acoustics, optics, and electromagnetics. By solving the Helmholtz equation, scientists and engineers can understand how waves behave and interact with their surroundings, leading to advancements in various fields of science and technology.
I. Drogin has written: 'Physical testing- classification of physical tests and their significance'
It is the mechanical equivalent of heat.
Poisson's equation relates the distribution of electric charge to the resulting electric field in a given region of space. It is a fundamental equation in electrostatics that helps to determine the electric potential and field in various situations, such as around point charges or within conductors. Mathematically, it represents the balance between the charge distribution and the electric field that it produces.
In a balanced chemical equation, the coefficients represent the relative ratio of moles of reactants and products, not the actual number of molecules. Changing the coefficients would alter the stoichiometry of the reaction, affecting the amounts of substances consumed and produced. Thus, individual coefficients by themselves do not hold specific physical significance.
They are frequently used in Engineering applications.