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Learn about different types of electrical filters, including high-pass, low-pass, and band-pass filters, and how to create and analyze them with frequency response graphs. This course covers electrical terms, elements, and wiring techniques. Utilize practical lab materials such as resistors, capacitors, and inductors with LabVIEW and oscilloscope tools. Enhance your understanding through written assignments and recitation topics.
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Laboratory 9:Electrical Filters General Engineering Polytechnic University
Objectives Frequency Response Graph Filters Types of Filters Electrical Materials for Lab Procedure Written Assignment Written Topics Recitation Topics Closing Overview
Objectives • Learn about the different types of filters and their uses • Implement circuit elements to create different filters • Use your new knowledge to identify the filters based on the graphs created
gain (dB) (linear scale) max gain in dB gain is 3 dB lower than the max 3 dB f (kHz) (log scale) Bandwidth gain vs. frequency Frequency Response Graph • Scale: Gain vs. Frequency • Gain (db) = 20*log(Vout/Vin) • Uses a semi-logarithmic scale, where the X-axis is the logarithmic scale 3 dB point: output power (Pout) = 1/2 input power (Pin) Bandwidth: The range at which the signal is still clear
Filters • Used to get rid of unwanted frequencies • It is impossible to build an ideal filter which has sharp cutoff frequencies • Instead, unwanted frequencies will be passed, but at almost negligible amplitudes vs. Ideal Non-Ideal
Types of Filters • High-Pass Filter • Allows high frequencies to pass through • High-Pass • Low-Pass • Band-Pass
Types of Filters • Low-Pass Filter • Allows low frequencies to pas through • High-Pass • Low-Pass • Band-Pass
Types of Filters • Band-Pass Filter • Allows a certain range of frequencies to pass through • High-Pass • Low-Pass • Band-Pass
Electrical • Terms • Elements • Wiring • Electrical Terms • Voltage (V) [unit = V for Volts] • The work required to move charge through an element • Current (I) [unit = A for Amperes] • The rate at which charge is moving past a given reference point in a specified direction • Power (P) [unit = W for Watts] • The rate at which energy is converted into another form (i.e. heat, motion) • P = V * I
Electrical • Terms • Elements • Wiring • Electrical Elements • Resistor (R) [unit = W for Ohms] • Controls the amount of current delivered to the rest of the circuit • Capacitor (C) [unit = F for Farads] • Stores and delivers electrical energy when needed • Inductor (L) [unit = H for Henries] • Stores energy in a circuit or to produce a magnetic field for use in moving objects
Electrical • Terms • Elements • Wiring • Electrical Wiring • Series • Carries the same current to all of the elements • Parallel • Has elements with a common voltage across each of them
Materials for Lab • Resistor • Capacitor • Inductor • Function Generator • Coax Cable • Alligator Clips • Breadboard • LabVIEW Oscilloscope and Digital Multi-Meter program
Procedure • Resistance Size • Using the resistor chart and the color bands on the resistor record the size of the resistance • Open the Digital Multi-meter (DMM) in LabVIEW and select the W (ohms) icon • Measure the size of the resistor by connecting it to pins 1 and 9 of the DAQ board • Compare the measured value of the resistance to the value you calculated using the color bands • Resistance Size • Voltagemax • Filter Circuits
Procedure • Voltagemax • Turn the amplitude knob of the function generator all the way to the right -- the maximum voltage • Insert coaxial cable into the opening labeled “MAIN” • Connect the cable to the DAQ board: • red alligator clip to pin 1 • black alligator clip to pin 9 • Press the V~ icon on the virtual DMM • Record voltage displayed (represents Vin for all computations) • Open the Oscilloscope program in LabVIEW • Slowly adjust the buttons marked ‘Timebase’ and ‘Volts/Div’ until a recognizable continuous sine wave is produced • Resistance Size • Voltagemax • Filter Circuits
Procedure • Filter Circuits • For each of the 3 circuits on page 84, do the following: • Construct the circuit on the breadboard provided • Connect the terminals of the function generator to where the Vin in the circuit diagram is (the max voltage) • Connect pins 1 and 9 of the DAQ board to where the Vout is located in diagram • Starting at a frequency of 1 Hz on the function generator run the oscilloscope program • Record the value of Vac in the Vout column of the table on page 84 • Complete the table by increasing the frequency of the Function Generator • Calculate the gain and use Excel Spreadsheet to graph the gain vs. frequency. Be sure to convert the x-axis to log scale • Analyze the graph to determine the type of filter created • Resistance Size • Voltagemax • Filter Circuits
Written Assignment • Full Individual Report (one report per student) • Use the guidelines on page 5 for help • Include the Excel tables and a gain vs frequency graphs for each of the mystery circuits • Determine type of filter each circuit produced • Label the frequency response graph with the correct filter type • Find the 3 dB point and bandwidth for each filter • Make sure your instructor initials your original data • Include the topics found on the next slide • Remember to create a title page
Written Topics • Each of the following topics must be addressed in the full report and should be placed in the proper sections • What does the 3 dB drop show about the filter? • Discuss the importance of decreasing or increasing the ‘Volts/Div’ on the oscilloscope • What can the DMM measure besides resistance? • Discuss the affect of the graphs when a different resistance or different capacitance is used • What other applications can you think of where frequency filtering would be useful?
Recitation Topics • Discuss the different types of filters • Discuss the importance of the 3 dB point in the filter • Discuss the importance of the Volts/Div on the oscilloscope
Closing • Return the equipment back to your instructors • Make sure you have all the original data, and it has been signed by your instructor