General Department PHYSICS LABORATORY APHY 112 EXPERIMENT 2: OHMS LAW. Student s name... Course Semester. Year.Reg.No
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1 General Department PHYSICS LABORATORY APHY 112 EXPERIMENT 2: OHMS LAW Student s name... Course Semester. Year.Reg.No
2 FREDERICK UNIVERSITY 1 EXPERIMENT 3 OHMS LAW Equipment needed Equipment needed Circuits experiment board 1 AA-cell batteries 2 Multimeter 1 Wire Leads Resistors 7 PURPOSE The purpose of this experiment is to investigate the three variables involved in a mathematical relationship known as Ohm s Law THEORETICAL BACKGROUND Ohm discovered that when the voltage (potential difference) across a resistor changes, the current through the resistor changes. He expressed this as I = V R where I is current, V is voltage (potential difference), and R is resistance. Current is directly proportional to voltage and inversely proportional to resistance. In other words, as the voltage increases, so does the current. The proportionality constant is the value of the resistance. Since the current is inversely proportional to the resistance, as the resistance increases, the current decreases. A resistor is Ohmic if as voltage across the resistor is increased, a graph of voltage versus current shows a straight line (indicating a constant resistance). The slope of the line is the value of the resistance. A resistor is non-ohmic if the graph of voltage versus current is not a straight line. For example, if resistance changes as voltage changes, the graph of voltage versus current might show a curve with a changing slope. For certain resistor, the value of its resistance does not change appreciably. However, for a light bulb, the resistance of the filament will change as it heats up and cools down. At high AC frequencies, the filament doesn t have time to cool down, so it remains at a nearly constant temperature and the resistance stays relatively constant. At low AC frequencies (e.g., less than one Hertz), the filament has time to change temperature. As a consequence, the resistance of the filament changes dramatically and the resulting change in current through the filament is interesting to watch. In the first part of this activity, investigate the relationship between current and voltage in a simple ten-ohm (Ω) resistor. In the second part, investigate the relationship between current and voltage in the filament of a small light bulb.
3 FREDERICK UNIVERSITY 2 PROCEDURE 1. Choose one of the resistors that you have been given. Using the chart at the back, decode the resistance value and record that value in the first column of table 1 in the Lab Report section. 2. Construct the circuit shown in figure 1. XMM1 V1 3V R1 Fig Set the multimeter to the 200mA range, noting any special connections needed for measuring current. Read the current that is flowing through the resistor. Record this value in the second column of table Remove the resistor and choose another. Repeat steps 1,2 and 3. Continue this process until you have completed all the resistors that you have been given. 5. Disconnect the multimeter and connect a wire from the positive lead of the battery directly to the first resistor you used as shown in Figure 2.Change the multimeter to the 2VDC scale and connect the leads as shown in figure 2.Measure the voltage across the resistor and record it in Table Remove the resistor and use the next one you used. Record its voltage in Table 1.Continue this process until you have completed all of the resistors.
4 FREDERICK UNIVERSITY 3 V1 3V R1 XMM1 Fig. 2
5 FREDERICK UNIVERSITY 4 LAB REPORT 1.Table Resistance (Ω) Current (Amp.) Voltage (Volts) Voltage /Resistance % error 2. Construct a graph of Current (vertical axis) vs Resistance. Use the graph paper attached at the back of this handout. 3. Comments on the graph. 4. Ohm s Law states that current is given by the ratio of voltage /resistance. Does your concur with this?
6 FREDERICK UNIVERSITY 5 5. Calculate the % error between the current and voltage/resistance ratio. 6. Does each resistor you used have a constant resistance?.
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