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Electric Circuits 1 Do Light Bulb Demo 2 Electric Circuits There are two different types of electrical circuits. Series Parallel and More than 1 path One Path 3 Series Circuit: Circuit in which a current flows through each component, one after another. There is only one path for the current to follow. 4 Current Because there is only one path for electrons to travel in a series circuit. The current at any one point in the circuit would be equal to the current at any other point in the circuit. IT I1 I 2 I 3 .... The current through each resistor is the same. 5 Resistance Once again because there is only one path in a series circuit, for the case of resistance this means that each electron will have to go through every resister with in the circuit. Therefore the total resistance is the sum of all the resistors found in the circuit. RT R1 R2 R3 ..... 6 Potential Difference (Voltage) In the picture above, the skate boarder has a drop in gravitational potential energy at each stage during the trip. This is very similar the drop in electric potential energy (voltage) in a series circuit as an electron passes through a resister. 7 In a series circuit the total voltage drop across the entire circuit is equal to the sum of the individual voltage drops across each resister. 2V 4V 6V 2 4 6 12 12V VT V1 V2 V3 ..... 8 Example: What would the potential difference be across the second resister? 4 Volt Drop 9 http://www.stmary.ws/highschool/physics/home/animations3/electricity/circuits2_bigger.swf 10 Example: Find the total current in the circuit below. V IR V I R RT R1 R2 R3 ... RT 2.0 4.0 6.0 20 I 3.3 A 6 11 Example: Four loads (3.0 , 5.0 , 7.0 , and 9.0 ) are connected in series to a 12 volt battery. a) Find the equivalent resistance of the circuit. 24 b) Find the total current in the circuit. 0.50 A c) Find the potential difference across the 7.0 load. 3.5 V 12 Parallel Circuit: Circuit in which there are two or more paths for the current to flow. 13 Here’s A Thought Picture walking through a crowded building, and there are that many people that you can hardly move. Then the hallway splits into two hallways of the same size. Half the people go one way and the other go the other way. Now you have much more room because there are only half as many people in the hallway. What would happen if the hallway was to split again? And again? Would you have more and more room to walk each time? If you have more room would it be easer for you to walk down the hallway? Could you say that there is less resistance to your motion? This is what happens within a parallel circuit, the more paths that electrons have to chose from, the less over all resistance there is to their motion. 14 In a parallel circuit the total resistance can be found by the following formula 1 1 1 1 ...... RT R1 R2 R3 If each resister is 6 Ω, then we get 1 1 1 1 RT 6 6 6 1 1 RT 2 R 2 Because the current had 3 equivalent paths to chose from the over all resistance is 1/3 of what it would have been otherwise.15 Find the total resistance of the given parallel circuit 1 1 1 1 ...... RT R1 R2 R3 50Ω 1 1 1 1 RT 50 100 250 100Ω 1 5 2.5 1 RT 250 250 250 250Ω 250 RT 29.411 8.5 RT 30 Not how the total resistance is smaller than any of the individual resistors. 16 In a parallel circuit the total current is equal to the sum of all of the individual currents through each branch of the circuit 3A 2A 5A 3A 17 In a parallel circuit the total current is equal to the sum of all of the individual currents through each branch of the circuit IT I1 I 2 I3 ..... 18 12V 12V What In would a parallel the circuit voltage be across the total a resister voltagethat is wasthe hooker sameup asatthe any location voltage across each two Hook up between a wire tothe Measure the voltage wires? individual resistor. each terminal anywhere between the 12V two wires VT V1 V2 V3 ..... 12V Take a 12 volt battery. 19 http://www.stmary.ws/highschool/physics/home/animations3/electricity/circuits2_bigger.swf 20 Find the total current of the given parallel circuit IT I1 I 2 I3 ..... V1 10 I1 0.2 R1 50 V2 10 I2 0.25 R2 40 V3 10 I3 0.5 R3 20 IT 0.2 0.25 0.5 IT 0.95 A 21 Solve the following circuit. 22 VT V1 V2 V3 20volts IT I1 I 2 I3 ..... 18 4 4 I3 V1 20 I1 4A R1 5 V2 20 I2 4A R2 5 I 3 10 A V3 R3 I3 20 R3 2 10 23 Example: A 60 V battery is connected to four loads (3.0 , 5.0 , 12.0 , and 15.0 ) in parallel. a) Find the equivalent resistance of the circuit. 1.46 b) Find the total current leaving the battery. 41.0 A c) Find the current through the 12.0 load. 5A 24 DO Pg. 719 #’s 27 – 31 (pdf 89) Pg. 724 #’s 32 –35 (pdf 89) 25 Complex Circuit: A complex circuit is one that has both series and parallel components at the same time. Despite their name, the method for working with complex circuits is quit easy. We simplify the circuit into a smaller less complicated circuit, one section at a time. 26 The first thing we see here is 3 different series circuits (which can be simplify) embedded within the complex circuit. Now we have a plane parallel circuit that we can easily work with. Example: Find the equivalent resistance of the circuit below. Step 1: Combine the 2 resisters that are in parallel. 28 1 1 1 2 1 RT 40 40 40 20 RT 20 Step 2: Combine the 3 resisters that are in series. 29 RT 8 20 12 40 Step 3: Combine the 2 resisters that are in parallel. 30 1 1 1 2 1 RT 40 40 40 20 RT 20 Step 4: Combine the 2 resisters that are in series. RT 20 20 40 31 DO Pg. 728 #’s 36 & 37 (pdf 89) Pg. 733 #’s 1-7 (pdf 89) RRHS Handout Do Your Ohm Work 32