The Geometry of Vector Calculus toc:symmetries12
http://sites.science.oregonstate.edu/BridgeBook/
2020-01-26T14:53:01-08:00The Geometry of Vector Calculus
http://sites.science.oregonstate.edu/BridgeBook/
http://sites.science.oregonstate.edu/BridgeBook/lib/images/favicon.icotext/html2012-09-23T09:46:59-08:00toc:symmetries12:320review
http://sites.science.oregonstate.edu/BridgeBook/toc/symmetries12/320review?rev=1348418819
Symmetries and Idealizations
Unit 0: Prerequisites
Unit 1: Potentials due to Discrete Sources
Unit 2: Power Series Approximations
Unit 3: Continuous Sources
Unit 4:
Potentials due to Continuous Sources
Unit 5: Electric Fields as Gradients
Unit 6: Superposition of Electric Fieldstext/html2012-09-30T18:52:42-08:00toc:symmetries12:continuous
http://sites.science.oregonstate.edu/BridgeBook/toc/symmetries12/continuous?rev=1349056362
Symmetries and Idealizations
Unit 0: Prerequisites
Unit 1: Potentials due to Discrete Sources
Unit 2: Power Series Approximations
Unit 3: Continuous Sources
(ss)Curvilinear Coordinates(ss)Activity:
Infinitesimal Distance in Cylindrical and Spherical Coordinates(ss)Wrap-Up:
Infinitesimal Distance in Cylindrical and Spherical Coordinates(ss)Activity:
Scalar Surface and Volume Elements(ss)Wrap-Up:
Scalar Surface and Volume Elements(ss)Densities(ss)Densities with Step Functions(ss)Simple S…text/html2012-10-10T20:38:00-08:00toc:symmetries12:eenergy
http://sites.science.oregonstate.edu/BridgeBook/toc/symmetries12/eenergy?rev=1349926680
Symmetries and Idealizations
Unit 0: Prerequisites
Unit 1: Potentials due to Discrete Sources
Unit 2: Power Series Approximations
Unit 3: Continuous Sources
Unit 4:
Potentials due to Continuous Sources
Unit 5: Electric Fields as Gradients
Unit 6: Superposition of Electric Fieldstext/html2012-10-31T17:27:00-08:00toc:symmetries12:efields
http://sites.science.oregonstate.edu/BridgeBook/toc/symmetries12/efields?rev=1351729620
Symmetries and Idealizations
Unit 0: Prerequisites
Unit 1: Potentials due to Discrete Sources
Unit 2: Power Series Approximations
Unit 3: Continuous Sources
Unit 4:
Potentials due to Continuous Sources
Unit 5: Electric Fields as Gradients
(ss)Activity: Curvilinear Basis Vectors(ss)Wrap-Up:
Curvlinear Basis Vectors(ss)
The Position Vector as a Vector Field(ss)The Vector Differential, $d\rr$(ss)Expressing $d\rr$ in
Other Coordinate Systems(ss)Activity:
Determining $d\rr$ in Cylindr…text/html2012-10-07T16:38:36-08:00toc:symmetries12:esuper
http://sites.science.oregonstate.edu/BridgeBook/toc/symmetries12/esuper?rev=1349653116
Symmetries and Idealizations
Unit 0: Prerequisites
Unit 1: Potentials due to Discrete Sources
Unit 2: Power Series Approximations
Unit 3: Continuous Sources
Unit 4:
Potentials due to Continuous Sources
Unit 5: Electric Fields as Gradients
Unit 6: Superposition of Electric Fields
(ss)
Electric Fields from Continuous Charge Distributions(ss)
Activity: Drawing Electric Fields(ss)
Wrap-Up: Drawing Electric Fields(ss)
Activity: Electric Field due to a Ring(ss)
Wrap-Up: Electric Fie…text/html2012-09-23T09:45:08-08:00toc:symmetries12:potentials
http://sites.science.oregonstate.edu/BridgeBook/toc/symmetries12/potentials?rev=1348418708
Symmetries and Idealizations
Unit 0: Prerequisites
Unit 1: Potentials due to Discrete Sources
Unit 2: Power Series Approximations
Unit 3: Continuous Sources
Unit 4: Potentials due to Continuous Sources
(ss)
Potentials from Continuous Charge Distributions(ss)Activity: A Uniformly Charged Ring(ss)Wrap-Up: A Uniformly Charged Ring(ss)Activity:
The Ring: Limits Near and Far(ss)Wrap-Up:
The Ring: Limits Near and Far(ss)
Potential Due to a Finite Line of Charge(ss)
Potential Due to an…text/html2014-10-04T14:18:00-08:00toc:symmetries12:prereq
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Symmetries and Idealizations
Unit 0: Prerequisites
(ss)Getting Started with Maple(ss)Dimensions(ss)Voltmeters(ss)Vectors(ss)Scalar Fields(ss)Vector Fields(ss)Dot Product(ss)The Law of Cosines(ss)Cross Product(ss)Triple Product(ss)Cross Product(ss)Surfaces(ss)Step Functions
Unit 1: Potentials due to Discrete Sourcestext/html2012-09-23T09:44:05-08:00toc:symmetries12:pseries
http://sites.science.oregonstate.edu/BridgeBook/toc/symmetries12/pseries?rev=1348418645
Symmetries and Idealizations
Unit 0: Prerequisites
Unit 1: Potentials due to Discrete Sources
Unit 2: Power Series Approximations
(ss)Power Series(ss)Activity:
Finding Power Series Coefficients(ss)Wrap-Up:
Finding Power Series Coefficients(ss)Dimensions in Power Series(ss)Approximations Using Power Series(ss)Activity:
Using Technology to Visualize Power Series Approximations (ss)Wrap-Up:
Using Technology to Visualize Power Series Approximations(ss)Common Power Series(ss)Convergenc…text/html2012-09-23T09:43:34-08:00toc:symmetries12:ptcharges
http://sites.science.oregonstate.edu/BridgeBook/toc/symmetries12/ptcharges?rev=1348418614
Symmetries and Idealizations
Unit 0: Prerequisites
Unit 1: Potentials due to Discrete Sources
(ss)Introduction(ss)
Electrostatic and Gravitational Potentials(ss)
Activity: Visualization of Potentials(ss)
Wrap-Up: Visualization of Potentials(ss)
Activity: Using Technology to Visualize Potentials(ss)
Wrap-Up: Using Technology to Visualize Potentials(ss)The Position Vector(ss)The Distance between Two Objects(ss)
Superposition of Discrete Sources(ss)Activity: Dipoles(ss)Wrap-Up: Dipol…text/html2012-09-23T09:48:00-08:00toc:symmetries12:start
http://sites.science.oregonstate.edu/BridgeBook/toc/symmetries12/start?rev=1348418880
Symmetries and Idealizations
Unit 0: Prerequisites
Unit 1: Potentials due to Discrete Sources
Unit 2: Power Series Approximations
Unit 3: Continuous Sources
Unit 4:
Potentials due to Continuous Sources
Unit 5: Electric Fields as Gradients
Unit 6: Superposition of Electric Fieldstext/html2012-09-23T09:48:00-08:00toc:symmetries12:symmetries
http://sites.science.oregonstate.edu/BridgeBook/toc/symmetries12/symmetries?rev=1348418880
Symmetries and Idealizations
Unit 0: Prerequisites
Unit 1: Potentials due to Discrete Sources
Unit 2: Power Series Approximations
Unit 3: Continuous Sources
Unit 4:
Potentials due to Continuous Sources
Unit 5: Electric Fields as Gradients
Unit 6: Superposition of Electric Fields