Download Electrical And Electronic Engineering and more Lab Reports Electrical Circuit Analysis in PDF only on Docsity! NORTH SOUTH UNIVERSITY DEPARTMENT OF ELECTRICAL & COMPUTER ENGINEERING EEE141L/ETE141L Updated By: Maria Moosa Lab 6: Delta-Wye Conversion Objectives: 1. To perform Delta-Wye Conversion 2. To verify the results with measured data. 3. Solve a complex circuit using Delta-Wye Conversion. The Delta-Wye transformation is an extra technique for transforming certain resistor combinations that cannot be handled by the series and parallel equations. This is also referred to as a Pi - T transformation Sometimes when you are simplifying a resistor network, you get stuck. Some resistor networks cannot be simplified using the usual series and parallel combinations. This situation can often be handled by trying ∆ − transformation, or 'Delta-Wye' transformation. The names Delta and Wye come from the shape of the schematics, which resemble letters. The transformation allows you to replace three resistors in a Δ configuration by three resistors in a Y configuration, and the other way around. The ∆ − drawing style emphasizes these are 3-terminal configurations. Something to notice is the different number of nodes in the two configurations. Δ has three nodes, while Y has four nodes (one extra in the center). The configurations can be redrawn to square up the resistors. This is called π−T configuration, NORTH SOUTH UNIVERSITY DEPARTMENT OF ELECTRICAL & COMPUTER ENGINEERING EEE41L/ETE141L Updated By: Maria Moosa The π−T style is a more conventional drawing you would find in a typical schematic. The transformation equations developed next apply to π−T as well. NORTH SOUTH UNIVERSITY DEPARTMENT OF ELECTRICAL & COMPUTER ENGINEERING EEE41L/ETE141L Updated By: Maria Moosa List of Equipment Trainer Board DMM 5 x 15kΩ resistor 3 x 5 kΩ resistor Procedure 1. Measure the resistor values with DMM and note down in Table 1. 2. Setup the circuit as shown in the circuit 1 3. Measure the voltage , , (D is the reference node) and note down in Table 2 4. Measure the voltage , , and note down in Table 2 5. Setup Circuit 2. 6. Measure the voltage , , (D is the reference node) and note down in Table 2 7. Measure the voltage , , and note down in Table 2 Data Collection for Lab 5: Group No. ________ Instructor’s Signature __________ Table 1: Theoretical R Measured R % Error 15k 5k Table 2: Readings Circuit 1 Circuit 2 % Error NORTH SOUTH UNIVERSITY DEPARTMENT OF ELECTRICAL & COMPUTER ENGINEERING EEE41L/ETE141L Updated By: Maria Moosa Report: 1. The resistors in Circuit 1 are in series or in parallel combination? 2. What technique would you use to find the equivalent resistance? 3. Perform Delta-Wye conversion for ∆ ( ) of circuit 1. Show all your steps to find the equivalent resistance R1, R2, R3 from Ra, Rb, Rc. 1. Redraw the equivalent the circuit after applying the Delta-Wye conversion for ∆ . Is it same as circuit 2? 2. Calculate Req. 3. Calculate the voltage of R1, R2, R3. 4. Calculate , , and , , . Do your calculated values match the measured values for circuit 2? Find the % Error. 5. Using Table 2, analyze whether Circuit 2 is equivalent to Circuit 1? Was Delta-Wye conversion successful?