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How does the river shown in Figure 23-1 model an electric circuit The distance that the river drops is similar to the potential difference in a circuit The amount of water flowing in the river is similar to current in a circuit Narrow rapids create resistance and are similar to resistors in a circuit What part of a river is similar to a battery or a generator in an electric circuit The energy source needed to raise water to the top of the mountain is the Sun Solar energy evaporates water from lakes and seas leading to the formation of clouds that release rain or snow that falls on the mountaintops Continue to think about the mountain river model as you read about the current in electric circuits
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Figure 23-1 No matter what path a river or a stream takes down a mountain, the amount of water and the drop in elevation are the same
Figure 23-2 What is your prediction about the brightnesses of the two lightbulbs after the circuit is connected
12:
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Three students are connecting two identical lamps to a battery, as illustrated in Figure 23-2 Before they make the final connection to the battery, their teacher asks them to predict the brightnesses of the two lamps Each student knows that the brightness of a lamp depends on the current through it The first student predicts that only the lamp close to the positive ( ) terminal of the battery will light because all the current will be used up as thermal and light energy The second student predicts that only part of the current will be used up, and the second lamp will glow, but more brightly than the first The third student predicts that the lamps will be of equal brightness because current is a flow of charge and the charge leaving the first lamp has nowhere else to go in the circuit except through the second lamp The third student reasons that because the current will be the same in each lamp, the brightness also will be the same How do you predict the lights will behave If you consider the mountain river model for this circuit, you will realize that the third student is correct Recall from 20 that charge cannot be created or destroyed Because the charge in the circuit has only one path to follow and cannot be destroyed, the same amount of charge must leave a circuit as enters the circuit This means that the current is the same everywhere in the circuit If you connect three ammeters in the circuit, as shown in Figure 23-3, they all will show the same current A circuit such as this, in which all current travels through each device, is called a series circuit If the current is the same throughout the circuit, what is used by the lamp to produce the thermal and light energy Recall that power, the rate at which electric energy is converted, is represented by P IV Thus, if there is a potential difference, or voltage drop, across the lamp, then electric energy is being converted into another form The resistance of the lamp is defined as R V/I Thus, the potential difference, also called the voltage drop, is V IR Current and resistance in a series circuit From the river model, you know that the sum of the drops in height is equal to the total drop from the top of the mountain to sea level In an electric circuit, the increase in voltage provided by the generator or other energy source, Vsource, is equal to the sum of voltage drops across lamps A and B, and is represented by the following equation: Vsource VA VB.
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To find the potential drop across a resistor, multiply the current in the circuit by the resistance of the individual resistor Because the current through the lamps is the same, VA IRA and VB IRB Therefore, Vsource IRA IRB , or Vsource I(RA RB) The current through the circuit is represented by the following equation: I
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