How fast does an Electric Current travel along a Conducting Wire ? Does the Speed depend on the Conductor Material ?

In simple terms, current can be defined as the rate at which charges flow past a point in a circuit. Energy flows fast, yet an electric current has a very slow flow. Electric charges too flow very slowly. In AC circuits for instance, it does not move forward at all, instead it sits in one place and vibrates.

There is a substance within all metals which can move. This substance goes under different names: the Sea of Charge, or the Electron Sea, or the Electron Gas, or "charge." Although many of us tend to call this electrical energy as "electricity,” it is not electricity. To be precise it is electric charge which is not energy.

An electric current has varying speeds and as the wire becomes thinner, the speed increases. Just as the speed of water increases when a large amount of water flows into a smaller channel, the speed of current increases when it flows into a thinner wire. The speed of current in the flashlight of a lantern will be faster than the speed in the conductors of the same lantern. One cannot determine the actual speed unless we are aware of the thickness of the wire as well as the value (amperes) of the current in the wire.
 

 


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There is one movable charge per atom in metals. Therefore, the speed of current varies according to the material of the wire used for the current flow. If a current is allowed to flow through a copper wire and an aluminum wire of the same diameter, the speed of charge flow in the copper wire will be slower. There are more atoms in the copper wire than the aluminum one and thus, the charges get packed together into the copper wire and slow down. When the charge moves on into the aluminum the charges spread out and speed up. Thus we can conclude that we cannot determine the speed of the current unless we also know the density of the charge-sea within the metal.

Electric current is not visible to the naked eye and therefore the speed cannot be measured by observation. The speed of current is calculated taking into account the thickness of the wire, the amperes of current in the wire and the density of the charge-sea within the metal. If an electric current in a normal lamp cord is connected to a light bulb, we can calculate the speed of current through the following method.

 

We assume that:
• Bulb power: about 100 watts, about 100V at 1A
• Value for electric current I = 1 ampere
• Wire diameter D = 2/10 cm, radius R=. 1cm
• Mobile electrons per cc (for copper, if 1 per atom): Q = 8.5*10^+22
• Charge per electron: e = 1.6*10^-19

The speed of current
cm/sec = ________I_______ = .0023 cm/sec = 8.4 cm/hour
                Q x e x R^2 x pi
 

 

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Article Contributed By: Sabina Zacharias

 

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