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Describe the following attributes of a metal wire in steady

state vs. equilibrium:

Metal Wire

Steady-state

Equilibrium

Location of excess charge

Motion of mobile electrons

inside the metal wire

Short Answer

Expert verified

Metal Wire

Steady-state

Equilibrium

Location of excess charge

No excess charge

If present, on the surface

Motion of mobile electrons

In motion

Stationary

inside the metal wire

Non-zero

Zero

Step by step solution

01

Given data

A metal wire in steady state and in equilibrium.

02

Concept of steady state and equilibrium

A conductor with a continuous and steady flow of charges is said to be in a steady state.

A conductor where the charges are stationary and situated at the surface is said to be in equilibrium.

03

Determination of the difference between steady state and equilibrium in a metal wire

A metal wire in equilibrium can have excess charges only at the surface. There are no charges inside the wire. A metal wire in steady state doesn't have any excess charge. It is electrically neutral.

The electric field inside a metal wire in equilibrium is zero but the electric field inside a metal wire in steady state is never zero.

Thus the table can be filled as follows:

Metal Wire

Steady-state

Equilibrium

Location of excess charge

No excess charge

If present, on the surface

Motion of mobile electrons

In motion

Stationary

inside the metal wire

Non-zero

Zero

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Most popular questions from this chapter

What is the difference between emf and electric potential difference?

The circuit shown in Figure 18.107 consists of a single battery, whose emf is 1.8V, and three wires made of the same material but having different cross-sectional areas. Each thick wire has a cross-sectional area 1.4ร—10-6m2and is 25cmlong. The thin wire has a cross-sectional area 5.9ร—10-6m2and is 6.1cmlong. In this metal, the electron mobility is 5ร—10-4(ms)(Vm), and there are 4ร—1028mobile electrons/m3.

(a) Which of the following statements about the circuit in the steady state are true? (1) At location B, the electric field points toward the top of the page. (2) The magnitude of the electric field at locations F and C is the same. (3) The magnitude of the electric field at locations D and F is the same. (4) The electron current at location D is the same as the electron current at location F . (b) Write a correct energy conservation (loop) equation for this circuit, following a path that starts at the negative end of the battery and goes counterclockwise. (c) Write this circuit's correct charge conservation (node) equation. (d) Use the appropriate equation(s), plus the equation relating electron current to electric field, to solve for the magnitudes EDand EF of the electric field at locations D and F . (e) Use the appropriate equation(s) to calculate the electron current at location D in the steady state.

How can there be a nonzero electric field inside a wire in a circuit? Isnโ€™t the electric field inside a metal always zero?

Why donโ€™t all mobile electrons in a metal have exactly the same speed?

There are very roughly the same number of iron atoms per m3 as there are copper atoms per m3 , but copper is a much better conductor than iron. How does uiron compare with ucopper?

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