Concept Questions with Answers 8.02 W12D2

Slides:



Advertisements
Similar presentations
Oscillations in an LC Circuit
Advertisements

Chapter 32 Inductance.
Inductance Self-Inductance RL Circuits Energy in a Magnetic Field
Dale E. Gary Wenda Cao NJIT Physics Department
Electromagnetic Oscillations and Alternating Current
1 W15D1: Poynting Vector and Energy Flow Today’s Readings: Course Notes: Sections 13.6,
AC Circuits II Physics 2415 Lecture 23 Michael Fowler, UVa.
The current through the inductor can be considered a sum of the current in the circuit and the induced current. The current in the circuit will be constant,
LC Oscillators PH 203 Professor Lee Carkner Lecture 22.
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.
Alternating Current Circuits
Physics 1402: Lecture 21 Today’s Agenda Announcements: –Induction, RL circuits Homework 06: due next MondayHomework 06: due next Monday Induction / AC.
Lecture 20-1 Alternating Current (AC) = Electric current that changes direction periodically ac generator is a device which creates an ac emf/current.
© 2012 Pearson Education, Inc. { Chapter 30 Inductance.
Consider a long solenoid of cross-sectional area A, with number of turns N, and of length l. The flux is The magnitude of B is given by: Therefore, The.
W12D1: RC and LR Circuits Reading Course Notes: Sections , , , ,
Ch. 32 Self Inductance Inductance A
Ch. 30 Inductance AP Physics. Mutual Inductance According to Faraday’s law, an emf is induced in a stationary circuit whenever the magnetic flux varies.
Physics for Scientists and Engineers, 6e Chapter – 32 Inductance.
Physics 2102 Inductors, RL circuits, LC circuits Physics 2102 Gabriela González.
Self-Inductance When the switch is closed, the current does not immediately reach its maximum value Faraday’s law can be used to describe the effect.
1 W12D2 RC, LR, and Undriven RLC Circuits; Experiment 4 Today’s Reading Course Notes: Sections , 11.10, ; Expt. 4: Undriven RLC Circuits.
Fall 2008Physics 231Lecture 10-1 Chapter 30 Inductance.
Inductance Self-Inductance A
Chapter 22 Alternating-Current Circuits and Machines.
Chapter 32 Inductance.
Electromagnetic Oscillations and Alternating Current
Chapter 32 Inductance. Joseph Henry 1797 – 1878 American physicist First director of the Smithsonian Improved design of electromagnet Constructed one.
1 Chapter 16 Capacitors and Inductors in Circuits.
30. Inductance Self & Mutual Inductance Inductance: unit : H (henry)
Chapter 32 Inductance. Self-inductance  A time-varying current in a circuit produces an induced emf opposing the emf that initially set up the time-varying.
Chapter 32 Inductance. Introduction In this chapter we will look at applications of induced currents, including: – Self Inductance of a circuit – Inductors.
Wednesday, Nov. 16, 2005PHYS , Fall 2005 Dr. Jaehoon Yu 1 PHYS 1444 – Section 003 Lecture #20 Wednesday, Nov. 16, 2005 Dr. Jaehoon Yu Self Inductance.
Class 34 Today we will: learn about inductors and inductance
Self-Inductance and Circuits LC circuits. 0 1τ 2τ 3τ 4τ 63% ε /R I t Recall: RC circuit, increasing current.
Chapter 32 Inductance L and the stored magnetic energy RL and LC circuits RLC circuit.
Exam review Inductors, EM oscillations
P Class 26: Outline Hour 1: Driven Harmonic Motion (RLC) Hour 2: Experiment 11: Driven RLC Circuit.
Chapter 30 Inductance. Inductor and Inductance Capacitor: store electric energy Inductor: store magnetic energy Measure how effective it is at trapping.
Chapter 32 Inductance. Joseph Henry 1797 – 1878 American physicist First director of the Smithsonian Improved design of electromagnet Constructed one.
Chapter 32 Inductance. Self-inductance Some terminology first: Use emf and current when they are caused by batteries or other sources Use induced emf.
Q30.1 A small, circular ring of wire is inside a larger loop that is connected to a battery and a switch S. The small ring and the larger loop both lie.
L C LC Circuits 0 0 t V V C L t t U B U E Today... Oscillating voltage and current Transformers Qualitative descriptions: LC circuits (ideal inductor)
Self Inductance Consider a solenoid L, connect it to a battery Area A, length  l, N turns What happens as you close the switch? Lenz’s law – loop resists.
Lesson 10 Calculation of Inductance LR circuits
Monday, April 23, PHYS , Spring 2007 Dr. Andrew Brandt PHYS 1444 – Section 004 Lecture #19 Monday, April 23, 2007 Dr. Andrew Brandt Inductance.
Chapter 36 Inductance Capacitance Electric energy Magnetic energy Inductance.
RC Circuits.
Self Inductance Consider a solenoid L, connect it to a battery Area A, length  l, N turns What happens as you close the switch? Lenz’s law – loop resists.
Wednesday, Apr. 19, 2006PHYS , Spring 2006 Dr. Jaehoon Yu 1 PHYS 1444 – Section 501 Lecture #21 Wednesday, Apr. 19, 2006 Dr. Jaehoon Yu Energy.
Thursday August 2, PHYS 1444 Ian Howley PHYS 1444 Lecture #15 Thursday August 2, 2012 Ian Howley Dr. B will assign final (?) HW today(?) It is due.
Halliday/Resnick/Walker Fundamentals of Physics 8th edition
AQA Physics Gravitational Fields, Electric Fields and Capacitance Section 9 Charging and Discharging a Capacitor.
Announcements Midterm Exam next Wednesday Exam starts at 6 PM, ~1 hr. Closed book, one page of notes Bring a calculator (not phone, computer, iPad, etc.)
Mutual Inductance Mutual inductance: a changing current in one coil will induce a current in a second coil: And vice versa; note that the constant M, known.
Levitation above a Superconductor
Basic Circuit Components
Concept Questions with Answers 8.02 W15D2
Physics 122B Electricity and Magnetism
The figure shows an {image} circuit with a switch and a 440-volt battery. What is the current in the circuit and the potential difference between points.
Induction -->Inductors
Ch. 31.4–7: Electrical Oscillations, LC Circuits, Alternating Current
PHYS 1444 – Section 04 Lecture #22
Topics to be Discussed Steady State and Transient Response.
AC circuits Physics /27/2018 Lecture IX.
University Physics Chapter 14 INDUCTANCE.
PHYS 1444 – Section 003 Lecture #20
Chapter 31B - Transient Currents and Inductance
Ch. 31 Self Inductance Inductance A
Ch. 31 Self Inductance Inductance A
Presentation transcript:

Concept Questions with Answers 8.02 W12D2

W12D2 RC, LR, and Undriven RLC Circuits; Experiment 4 Today’s Reading Course Notes: Sections 11.4-11.6 Class 18

Concept Question: Inserting a Core When you insert the iron core into a current carrying coil does the time constant ? Increase, decrease, or stay the same. Class 25

Concept Q. Ans.: Inserting a Core Answer 1. When you insert the iron core into the coil, the magnetic field increases in the core hence the inductance increases. Therefore the time constant increases. Class 25

Concept Question: Simple Harmonic Oscillator Which of the following functions x(t) has a second derivative which is proportional to the negative of the function 1. 2. 3. 4.

Concept Question Answer: Simple Harmonic Oscillator Answer 4. By direct calculation, when

Concept Question: LC Circuit Consider the LC circuit at right. At the time shown the current has its maximum value. At this time: the charge on the capacitor has its maximum value. the magnetic field is zero. the electric field has its maximum value. the charge on the capacitor is zero. Class 28

Concept Q. Answer: LC Circuit Answer: 4. The current is maximum when the charge on the capacitor is zero Current and charge are exactly 90 degrees out of phase in an ideal LC circuit (no resistance), so when the current is maximum the charge must be identically zero. Class 28

Concept Question: LC Circuit In the LC circuit at right the current is in the direction shown and the charges on the capacitor have the signs shown. At this time, I is increasing and Q is increasing. I is increasing and Q is decreasing. I is decreasing and Q is increasing. I is decreasing and Q is decreasing. Class 28

Concept Q. Answer: LC Circuit Answer: 2. I is increasing; Q is decreasing With current in the direction shown, the capacitor is discharging (Q is decreasing). But since Q on the right plate is positive, I must be increasing. The positive charge wants to flow, and the current will increase until the charge on the capacitor changes sign. That is, we are in the first quarter period of the discharge of the capacitor, when Q is decreasing and positive and I is increasing and positive. Class 28

Concept Question: Expt. 4 In today’s lab the battery turns on and off. Which circuit diagram is most representative of our circuit? 1. 2. 3. 4. 1 2 3 4 Load lab while waiting…

Concept Question Answer: Expt. 4 1. There is resistance in the circuit (in our non-ideal inductor). The battery switching off doesn’t break the circuit but allows it to ring down

Concept Question: LC Circuit The plot shows the charge on a capacitor (black curve) and the current through it (red curve) after you turn off the power supply. If you put a core into the inductor what will happen to the time TLag? It will increase It will decrease It will stay the same I don’t know Class 28

Concept Question Answer: LC Circuit TLag will increase. Putting in a core increases the inductor’s inductance and hence decreases the natural frequency of the circuit. Lower frequency means longer period. The phase will remain at 90º (a quarter period) so TLag will increase. Class 28

Concept Question: LC Circuit If you increase the resistance in the circuit what will happen to rate of decay of the pictured amplitudes? It will increase (decay more rapidly) It will decrease (decay less rapidly) It will stay the same I don’t know Class 28

Concept Question Answer: LC Circuit Answer: 1. It will increase (decay more rapidly) Resistance is what dissipates power in the circuit and causes the amplitude of oscillations to decrease. Increasing the resistance makes the energy (and hence amplitude) decay more rapidly. Class 28