Hw: All Chapter 4 problems and exercises Chapter 5: Pr. 1-4; Ex. 1,2 Reading: Chapter 4.

Slides:

Advertisements

Similar presentations

Two questions: (1) How to find the force, F on the electric charge, Q excreted by the field E and/or B? (2) How fields E and/or B can be created?

Advertisements

Chapter 22--Examples.

Rank the electric fluxes through each Gaussian surface shown in the figure from largest to smallest. Display any cases of equality in your ranking.

Chapter 22: The Electric Field II: Continuous Charge Distributions

Lecture 6 Problems.

Continuous Charge Distributions

Gauss’s law and its applications

Chapter 28. Gauss’s Law The nearly spherical shape of the girl’s head determines the electric field that causes her hair to stream outward. Using Guass’s.

© 2012 Pearson Education, Inc. A spherical Gaussian surface (#1) encloses and is centered on a point charge +q. A second spherical Gaussian surface (#2)

C. less, but not zero. D. zero.

Oregon State University PH 213, Class #8

Nadiah Alanazi 1 Chapter 24 Gauss’s Law 24.1 Electric Flux 24.2 Gauss’s Law 24.3 Application of Gauss’s Law to Various Charge Distributions 24.4 Conductors.

Electricity Electric Flux and Gauss’s Law 1 Electric Flux Gauss’s Law Electric Field of Spheres Other Gaussian Surfaces Point Charges and Spheres.

Ch3 Quiz 1 First name ______________________ Last name ___________________ Section number ______ There is an electric field given by where E 0 is a constant.

Hw: All Chapter 5 problems and exercises. Test 1 results Average 75 Median 78 >90>80>70>60>50

Chapter 22 Gauss’s Law Electric charge and flux (sec & .3)

Hw: All Chapter 3 problems and exercises Reading: Chapter 3.

Hw: All Chapter 4 problems and exercises Chapter 5: Pr. 1-4; Ex. 1,2 Reading: Chapter 5.

Chapter 2 hw quiz What is the electric field at the center of a circle of radius R if the top half of the circle has a uniform charge +Q spread over the.

Physics for Scientists and Engineers II, Summer Semester 2009 Lecture 2: May 20 th 2009 Physics for Scientists and Engineers II.

Average 68.4 Median Highest 100 Lowest 26 Section Section Section Section

Outline Applications of Gauss’s Law - The single Fixed Charge -Field of a sphere of charge -Field of a spherical shell -A Line of Charge Conductors and.

VECTOR CALCULUS The Divergence Theorem In this section, we will learn about: The Divergence Theorem for simple solid regions, and its applications.

Chapter 22 Gauss’s Law Electric charge and flux (sec &.3) Gauss’s Law (sec &.5) Charges on conductors(sec. 22.6) C 2012 J. Becker.

2D case: If or then 2 or 3D cases: Several dimensions: U(x,y,z) Compact notation using vector del, or nabla: Another notation: Partial derivative is.

Hw: All Chapter 5 problems and exercises ”Gravitation cannot be held responsible for people falling in love.“ Albert Einstein.

Slide 1 Electric Field Lines 10/29/08. Slide 2Fig 25-21, p.778 Field lines at a conductor.

Electricity and Magnetism

General Physics 2, Lec 5, By/ T.A. Eleyan 1 Additional Questions (Gauss’s Law)

4. Gauss’s law Units: 4.1 Electric flux Uniform electric field

General Physics 2, Lec 6, By/ T.A. Eleyan

Hw: All Chapter 5 problems and exercises. Outline Applications of Gauss’s Law - The single Fixed Charge -Field of a sphere of charge -Field of a spherical.

Hw: All Chapter 4 problems and exercises Chapter 5: Pr. 1-4; Ex. 1,2 Reading: Chapter 4.

Outline Area vector Vector flux More problems Solid angle Proof of Gauss’s Law.

From Chapter 23 – Coulomb’s Law

Charles Allison © 2000 Chapter 22 Gauss’s Law HW# 5 : Chap.22: Pb.1, Pb.6, Pb.24, Pb.27, Pb.35, Pb.46 Due Friday: Friday, Feb 27.

Chapter 24 Gauss’s Law.

General Physics 2, Lec 5, By/ T.A. Eleyan 1 Additional Questions (Gauss’s Law)

Q21. Gauss’ Law. 1.A particle with charge 5.0-  C is placed at the corner of a cube. The total electric flux in N  m 2 /C through all sides of the cube.

1 Gauss’s Law For r > a Reading: Chapter Gauss’s Law Chapter 28.

Dr. Jie ZouPHY Chapter 24 Gauss’s Law (cont.)

Applied Electricity and Magnetism

Chapter 27. A uniformly charged rod has a finite length L. The rod is symmetric under rotations about the axis and under reflection in any plane containing.

Chapter 24 Review on Chapter 23 From Coulomb's Law to Gauss’s Law

CHAPTER 24 : GAUSS’S LAW 24.1) ELECTRIC FLUX

Copyright © 2009 Pearson Education, Inc. Chapter 22 Gauss’s Law.

Q22.1 A spherical Gaussian surface (#1) encloses and is centered on a point charge +q. A second spherical Gaussian surface (#2) of the same size also encloses.

Tue. Feb. 3 – Physics Lecture #26 Gauss’s Law II: Gauss’s Law, Symmetry, and Conductors 1. Electric Field Vectors and Electric Field Lines 2. Electric.

Chapter 24 Gauss’s Law. Intro Gauss’s Law is an alternative method for determining electric fields. While it stem’s from Coulomb’s law, Gauss’s law is.

Tue. Feb. 3 – Physics Lecture #25 Gauss’s Law I: Field Lines and Flux 1. Electric Field Vectors and Electric Field Lines 2. Electric Field and Electric.

Gauss’s Law Electric Flux Gauss’s Law Examples. Gauss’s Law What’s in the box ??

Gauss’s Law (III) Examples.

3/21/20161 ELECTRICITY AND MAGNETISM Phy 220 Chapter2: Gauss’s Law.

Problem 3 p. 45 Electric potential on ring’s axis From Chapter 2:

Charles Allison © 2000 Chapter 22 Gauss’s Law.. Charles Allison © 2000 Problem 57.

Review on Coulomb’s Law and the electric field definition

Oregon State University PH 213, Class #8

4. Gauss’s law Units: 4.1 Electric flux Uniform electric field

Chapter 22 Gauss’s Law.

Electricity and Magnetism

Quizzes 3 A cube with 1.40 m edges is oriented as shown in the figure

Gauss’s Law Electric Flux Gauss’s Law Examples.

Electricity and Magnetism

C. less, but not zero. D. zero.

Electricity and Magnetism

Gauss’s Law Chapter 24.

Electricity and Magnetism

Electricity and Magnetism

Electricity and Magnetism

Presentation transcript:

Hw: All Chapter 4 problems and exercises Chapter 5: Pr. 1-4; Ex. 1,2 Reading: Chapter 4

Outline Area vector Vector flux More problems Solid angle Proof of Gauss’s Law

The flux of

Suppose there was an electric field given by What would be the electric flux through a plane with area A if the plane were oriented in the y-z plane at ? What would be the electric flux if the plane were oriented in the x-z plane at ?

Suppose there was an electric field given by What would be the electric flux through a plane with area A if the plane were oriented in the xz plane at y = y 0 ? What would be the electric flux if the plane were oriented in the yz plane at x = x 0 ? Quiz

Suppose there was an electric field given by What would be the electric flux through a front side of a cube of side L? Quiz

Electric flux through a sphere A positive point charge q=3.0  C is surrounded by a sphere with radius 0.2 m centered on the charge. Find the electric flux through the sphere due to this charge.

Definition of a solid angle S does not depend on radius The largest Then

Have a great day! Hw: All Chapter 4 problems and exercises Chapter 5: Pr. 1-4; Ex. 1,2 Reading: Chapter 4