Mixed

Does resistivity depend on free electron density?

Does resistivity depend on free electron density?

The resistivity of a substance depends on two quantities: the rate at which free electrons can move through a substance, the density of free electrons in a substance.

How does the resistivity of a conductor vary with the charge of the electron?

The resistivity of conductors increases with rise in temperature. As the temperature of the conductor increases, the average speed of the electrons acting as the current carriers increases. Since the resistivity is inversely proportional to the average time , therefore resistivity increases.

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Why is resistivity inversely proportional to number of electrons?

So the more electrons available then the more current flows, in proportion. Hence the resistance reduces in reverse proportion, and as the dimensions haven’t changed that means that the resistivity has reduced in reverse proportion. So resistivity is in reverse proportion to electrons per unit volume.

How does the resistivity of a conductor depend upon i number density of free electrons and II relaxation time?

(1) We can see from the above equation that the resistivity of a conductor is inversely proportional to the number density ‘n’ of free electrons.So when number density increases then the resistivity decreases .

How does resistivity depend on number density?

Resistivity depends on the number density of electrons (about the same for all metals… one per atom) and how fast they move under the influence of an electric field, their mobility.

How does the electrical resistivity of a conductor depend on temperature?

The general rule is resistivity increases with increasing temperature in conductors and decreases with increasing temperature in insulators. As temperature rises, the number of phonons increases and with it the likelihood that the electrons and phonons will collide. Thus when temperature goes up, resistance goes up.

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How the resistivity depends on temperature?

Resistivity depends on the temperature of the material. In metal conductors, when the temperature increases, the ion cores in the metal vibrate with a larger amplitude. This hinders the flow of electrons, and the resistivity increases.

Which of the following is wrong resistivity of a conductor is?

Resistivity is the property of a material that tells the capacity of electric current pass through the given material. Option (A) : independence of temperature. It is wrong. Resistivity depends on temperature.

What is the resistivity of a conductor?

resistivity, electrical resistance of a conductor of unit cross-sectional area and unit length. Resistivity, commonly symbolized by the Greek letter rho, ρ, is quantitatively equal to the resistance R of a specimen such as a wire, multiplied by its cross-sectional area A, and divided by its length l; ρ = RA/l.

Which of the following is wrong resistivity of a conductor?

How is resistivity related to the concentration of free electrons?

The resistivity is inversely proportional to the concentration of free electrons (the number per unit volume). The more electrons, the lower the resistivity. The other two elements to resistivity are electric charge and mobility.

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What is the measure of resistance to electrical conduction?

Resistivity: The measure of the resistance of a specific material to electrical conduction is called resistivity. It is denoted by ρ. Resistivity is the property of any material/ conductor. It also depends on temperature and nature but not on shape and size.

What is the unit for resistivity?

The unit for resistivity is the ohm-metre. The resistivity of a material depends on its nature and the temperature of the conductor, but not on its shape and size. A good conductor has less resistivity, whereas a bad conductor or insulator has high resistivity.

How do you calculate resistivity under normal electric field?

Under normal electric field, resistivity of the material depends upon two things, one the temperature t of it and the other related to the intrinsic property of the material of the conductor and this dependence follows some relation, ρ (t) =ρo ( 1 + at +bt^2+ ….)