Lab #8 – Inductors/Capacitors Activity #1 – Build a Capacitor Activity #2 – Build an Inductor Activity #3 – Integrate and differentiate common waveforms.

Slides:

Advertisements

Similar presentations

SERIES RESISTOR CIRCUIT. THE EQUIVALENT SERIES RESISTANCE IS : Req = R 1 + R 2 + R 3 THE CURRENT OF THE CIRCUIT IS : I = U / (R 1 + R 2 + R 3 ) THE EQUIVALENT.

Advertisements

Alternating-Current Circuits

Experiment 17 A Differentiator Circuit

Physics 145 Introduction to Experimental Physics I Instructor: Karine Chesnel Office: N319 ESC Tel: Office hours: on appointment.

RLC circuits - Part 2 Resonance/Notches/Bandpass Cartoon from Agilent,

Let us examine this LC circuit mathematically. To do this let us examine the energy of the system. Conservation of Energy 2 nd order differential equation.

Copyright © 2008 Pearson Education, Inc., publishing as Pearson Addison-Wesley Chapter 36. AC Circuits Today, a “grid” of AC electrical distribution systems.

Series-Parallel Combinations of Inductance and Capacitance

Lab #4: RC and RL Circuits

Physics 121: Electricity & Magnetism – Lecture 13 Carsten Denker NJIT Physics Department Center for Solar–Terrestrial Research.

Chapter 4 AC to AC Converters

Lesson 20 Series AC Circuits. Learning Objectives Compute the total impedance for a series AC circuit. Apply Ohm’s Law, Kirchhoff’s Voltage Law and the.

ECE 201 Circuit Theory I1 Passive elements in the frequency domain Consider a resistor, R, in the time domain + v - i.

Lecture 26 Review Steady state sinusoidal response Phasor representation of sinusoids Phasor diagrams Phasor representation of circuit elements Related.

Circuits Series and Parallel. Series Circuits Example: A 6.00 Ω resistor and a 3.00 Ω resistor are connected in series with a 12.0 V battery. Determine.

EXAMPLE 3 Use addition of complex numbers in real life Electricity Circuit components such as resistors,inductors, and capacitors all oppose the flow of.

TOC 1 Physics 212 and 222 Parallel and Series Circuits Series and Parallel Resistors in Series Resistors in Parallel Capacitors in Series Capacitors in.

Source-Free RLC Circuit

Ohm’s Law V = IR.

Parallel RLC Network. Objective of Lecture Derive the equations that relate the voltages across a resistor, an inductor, and a capacitor in parallel as:

Lab 8: AC RLC Resonant Circuits Only 4 more labs to go!! DC – Direct Current time current AC – Alternating Current time current When using AC circuits,

Experiment 17 A Differentiator Circuit

Resonant Circuit.

RLC Circuits and Resonance

In a series R-L-C circuit, the voltage across an inductor _____ the current. A.leads B.lags C.is in phase with.

RLC Circuits. Ohm for AC  An AC circuit is made up with components. Power source Resistors Capacitor Inductors  Kirchhoff’s laws apply just like DC.

Series RLC Network. Objective of Lecture Derive the equations that relate the voltages across a resistor, an inductor, and a capacitor in series as: the.

Lecture 10 - Step Response of Series and Parallel RLC Circuits

Section 2: Series and Parallel Circuits. Series Circuits Picture of Series Circuit:Properties: 1)Current: 2) Voltage: 3) Equivalent Resistance:

Alternating Current Circuits. Resistance Capacitive Reactance, X C.

Lecture 13 final part. Series RLC in alternating current The voltage in a capacitor lags behind the current by a phase angle of 90 degrees The voltage.

Fundamentals of Electric Circuit Analysis, by Clayton Paul Copyright 2000 © John Wiley & Sons. Inc. All rights reserved. Figure 5.1 A parallel-plate capacitor.

Second Order Circuits ES-3 Download:

Step Response Series RLC Network.

1.4. The Source-Free Parallel RLC Circuits

1 © Unitec New Zealand DE4401 AC R L C COMPONENTS.

EENG 2610: Circuit Analysis Class 11: Capacitor and Inductor Combinations RC Operational Amplifier Circuits Oluwayomi Adamo Department of Electrical Engineering.

The Probe: Measurement Accuracy Begins at the Tip  Attenuation –The ratio of the probe’s input signal amplitude to the output signal amplitude..  Bandwidth.

Copyright © 2009 Pearson Education, Inc. Admin: Assignment 8 is complete Assignment 9 is posted 2 more AC analysis problems RC circuits Due Monday (May.

Lesson 11 AC Circuits  AC Ciruits  Power  Maximum and Instantaneous voltage drops and current  Phasor Diagrams  Phase angle  RLC Circuits  Resonance.

Alternating-Current Circuits Physics Alternating current is commonly used everyday in homes and businesses throughout the word to power various.

VSVS L C R At every instant, the generator / supply voltage: (V S = V m sinωt) is given by: V S = V L + V C + V R IZ = IX L + IX C + IR These relationships.

Phasors and Kirchhoff’s Current Law

7. Direct Current circuits. 11 Find the currents, which flow in all the wires of the circuit in this figure 12  9 V 6 V b a cd 18 

Alternating Current Circuits. AC Sources  : angular frequency of AC voltage  V max : the maximum output voltage of AC source.

Anatomy of wave.

ECE201 Lect-111 Circuits with Resistor Combinations (2.6, 7.7) Dr. S. M. Goodnick September 19, 2003.

Week 4: Experiment 24 Using Nodal or Mesh Analysis to Solve AC Circuits with an addition of Equivalent Impedance.

It’s always important that all of your nodes be numbered. So the way to do that is to go to Options at the top of the screen then select Preferences. When.

EXAMPLE 3 Use addition of complex numbers in real life Electricity Circuit components such as resistors,inductors, and capacitors all oppose the flow of.

Alternating Current Module

Thevenin Theorem Any combination of batteries and resistances with two terminals can be replaced by a single voltage source e and a single series resistor.

Voltage Divider.

EKT101 Electric Circuit Theory

Lecture 13 - Step Response of Series and Parallel RLC Circuits

Passive elements in the frequency domain

Inductors in Series. Inductors in Series Therefore inductor combine like resistor.

Capacitors 2 conducting plates separated by an insulator (or dielectric) Connect to a voltage source, stores +q and –q on plates: q = Cv C = capacitance.

Simplify. 1. 4(x − 1) + 6(x + 6) (y + 8) + (2 + 3y)

Figure A circuit used to illustrate the step response of a parallel RLC circuit.

An AC voltage source drives a sinusoidal current through two resistors. The amplitude of the sinusoidal voltage across the top resistor is 4 V. The amplitude.

RLC circuits - Part 2 Resonance/Notches/Bandpass Cartoon from Agilent,

Week 4: Experiment 24 Using Nodal or Mesh Analysis to Solve AC Circuits with an addition of Equivalent Impedance.

One Thing at a Time Series Circuits.

Chapter 33 Problems 3,10,17,21,22,26,32,33,37.

Matthew Ernst Circuit Analysis

Voltage Divider.

Presentation transcript:

Lab #8 – Inductors/Capacitors Activity #1 – Build a Capacitor Activity #2 – Build an Inductor Activity #3 – Integrate and differentiate common waveforms Activity #4 – Simulate circuits with capacitors –Relationship between current and voltage –Phase relationship

Tips Activities #1 and #2 requires the use of the RLC meter, so the North half of the lab should start with activities #3 and #4 while the South half does Activities #1 and #2 You will need to be creative and Google some information to find the width of a sheet of paper, its dielectric and other parameters. Watch your units, so you come out with good values.

Tips In activity #3, you will need to label the y-axis with appropriate numbers and units In activity #4, you will be using a simulated oscilloscope. This instrument takes a picture of the voltage waveform as it changes over time In activity #4, an easy way to measure current using an oscilloscope is to add a series resistor, measure the voltage and then divide by the resistance to get the current