Migraine Brain in University of Michigan 3-D Lab

source: University of Michigan    2017年3月30日
Using PET scans of the brain, University of Michigan researchers showed that dopamine falls and fluctuates at different times during a migraine headache. Watch Alex DaSilva, Director, Headache & Orofacial Pain Effort Lab at the University of Michigan School of Dentistry; Center for Human Growth & Development;
Molecular & Behavioral Neuroscience Institute navigate through data collected from migraine patients' brains. Learn more: http://myumi.ch/Jdpm5

University of Michigan (videos of March 2017)

source: University of Michigan
1:10:01 2017 Conversation in Michigan Sociology The Seventh Conversation in Michigan Sociology
"Reconciling Unsettled Identities: Gender in Contemporary Sociology"
Panelists - Erin Cech, Fatima Muge Gocek, and Karin Martin
Moderator - Alford Yo...
1:07 President Schlissel - Dance Marathon
2:28 Adelia Davis: 2017 University of Michigan Wallenberg Fellow Social justice through children's books:
Adelia Davis, an LSA senior and 2017 wallenberg fellow, plans to go to South Africa with children's literature books to to talk about issues of diversity an...
1:45 Snapchat Story: Snarky Puppy #UMSocial Snapchat Story highlighting the UMS performance of Snarky Puppy
1:11:45 2017 Honors Convocation The 94th University of Michigan Honors Convocation
March 19, 2017
Hill Auditorium
2:20 Snapchat Story: President Schlissel in Marquette Marquette native, U-M alum and President's Office staff member Lauren chronicles a day in the work of President Schlissel, as he meets students and discusses the economic and societal benefits of u...
2:19 UMich Trys | Ninja Warriors
1:48:38 94th Annual Honors Convocation
1:22:50 27th David W. Belin Lecture - Steven Cohen 27th David W. Belin Lecture
"The Shrinking Jewish Middle and Its Implications for Jewish Communal Policy"
Steven Cohen, Hebrew Union College-Jewish institute of Religion
March 16, 2017
Forum Hall...
2:39 Snapchat Story: Pathways | Stamps Graduate Thesis Exhibition #UMSocial snapchat story highlighting the Stamps graduate thesis exhibition.
2:26:31 Teaching Works Seminar 03/14/17
4:06 CAPS Suicide Prevention: Using Our Strengths as a Community Students dealing with personal concerns and in distress typically show some outward signs that they are struggling in some way. All of us experience life’s “ups and down,” but significant distress...
3:08 CAPS Suicide Prevention: A Focus on Students Students dealing with personal concerns and in distress typically show some outward signs that they are struggling in some way. All of us experience life’s “ups and down,” but significant distress...
2:51 CAPS Suicide Prevention: A Focus on Faculty Students dealing with personal concerns and in distress typically show some outward signs that they are struggling in some way. All of us experience life’s “ups and down,” but significant distress...
1:07:41 2017 Henry Russell Lecture - Linda Gregerson The 2017 Henry Russell Lecture
Linda Gregerson
"Temporality in the Lyric Poem"
March 9, 2017
Rackham Amphitheater
2:39 Snapchat Story: Medical School Snapchat Takeover #UMSocial Medical School Snapchat Takeover.
1:34 Snapchat Story: Sleep Disorders Center #UMSocial Snapchat Story highlighting the UM Sleep Disorders Center.
0:26 "Hail to the Victors" 115 feet below the surface
Spring Break isn't always about sunshine and beaches. These U-M students used theirs to travel to Reykjavik, Iceland, as part of a Ross Global Initiatives course on Sustainable Business, Climate Ch...
1:03 Instagram Story: Rufus' Tips
Rufus, U-M's recycling mascot, shows how you can help reduce waste on campus. Link: http://myumi.ch/Lz0rD
1:21:17Our Future University Community: Reflections on Justices Susanne Baer and Sonya Sotomayor's Remarks
Our Future University Community: Reflections on Justices Susanne Baer and Sonia Sotomayor's Remarks
This panel discussion followed the University of Michigan's January 30th bicentennial colloquiu...
2:00:15 Jane Elliott and Roland Martin - 2017 WCTF Conference Keynote Address 35th Annual Women of Color Task Force Career Conference
Keynote Address - Jane Elliott and Roland S. Martin
March 3, 2017
Hill Auditorium
Ann Arbor, Michigan
1:29 Snapchat Story: Papyrology Collection #UMSocial Snapchat Story highlighting the Papyrology Collection.
For more information: https://www.lib.umich.edu/papyrology-collection
1:38 Judith Pennywell: The Impact of Possible Cuts to the Peace Corps Judith Pennywell, director of the U-M International Center, talks about the impact of the Peace Corps. This year, U-M was ranked No. 4 with 60 volunteers serving in different parts of the world. Re...
1:04:25 Promotion and Tenure: Strategies for Success Promotion and Tenure: Strategies for Success
Margaret R. Gyetko, M.D.
Senior Associate Dean for Faculty and Faculty Development
University of Michigan Medical School
February 28, 2017
Dow Auditor...
0:26 #UMSocial and Spectacles Snapbot, Snap's Spectacles vending machine, arrived in Ann Arbor on Feb. 11. #UMSocial was among the first customers in line outside Yost Ice Arena to check it out.
1:49 Snapchat Story: North Campus Public Art Tour #UMSocial snapchat story highlighting the art on North Campus.
2:20:41 Session III: Keywords in Multilingualism and Israeli Literature
Multilingualism in Israeli Culture
Session III: Keywords in Multilingualism and Israeli Literature
Chair and Moderator
Shachar Pinsker - University of Michigan
Lital Levy - Princeton University...
1:18:54 Session II: Between Original and Translation: Rewriting Israeli Literature Multilingualism in Israeli Culture
Session II: Between Original and Translation: Rewriting Israeli Literature
Chair and Moderator
Joshua Miller - University of Michigan
Panel
Maya Barzilia - Uni...
2:06 About the Role of Chief Diversity Officer Robert Sellers discusses the four key components of his role as Chief Diversity officer and Vice Provost for Equity and Inclusion.
1:43:47 Session 1: Multilingual Encounters and Dialogues Multilingualism in Israeli Culture
Session 1: Multilingual Encounters and Dialogues
Welcome & Introduction
Shachar Pinsker - Head Fellow, Frankel Institute for Advanced Judaic Studies

Shaun King: A Talk on Activism and Movement Building

source: University of Michigan     2017年1月23日

Donald Grimes: Competition is Good for U.S. Industries

source: University of Michigan    2017年1月28日
University of Michigan Economics expert Donald Grimes explains the dynamics of international trade and its impact on U.S. companies.

Advancing Environmental Sustainability in the Trump Era

source: University of Michigan   2017年1月26日
Advancing Environmental Sustainability in the Trump Era
January 24, 2017
Palmer Commons Forum Hall
Ann Arbor, Michigan

Taubman Architecture Lecture Series (2008-2009) at U of Michigan

# click the up-left corner to select videos from the playlist 

source: University of Michigan    上次更新日期：2012年8月23日

2008-09-24 Herbert Dreiseitl 1:33:37
2008-10-03 Jorge Perez 47:39
2008-10-06 Matthias Sauerbach 1:51:08
2008-10-13 Eric Schuldenfrei + Marisa Yiu 1:06:25
2008-10-24 David Erdman + Clover Lee 1:16:51
2008-10-27 Roberto Quercia 1:27:38
2008-11- 03 Sarah Dunn 1:12:32
2008-11-14 James Chaffers 57:18
2008-11-17 Steven Burks 1:36:02
2008-12-01 Meejin Yoon and Erik Höweler 1:18:50
2009-01-29 Marie Sester 1:04:15
2009-02-04 Jean Louis Cohen 1:47:45
2009-02-05 David Leatherbarrow 1:20:11
2009-02-10 Nicola Delon + Julien Choppin 1:19:46
2009-02-19 Cheryl Durst 1:32:30
2009-03-03 Mark Jenkins 3:58
2009-03-11 Julie Bargmann 1:29:18
2009-03-12 Julia Czerniak 1:13:03
2009-03-20 Doug Farr 1:19:18
2009-03-23 Yanni Loukissas 1:14:32
2009-03-24 Frank Matero 1:14:01
2009-04-02 John Fetterman 1:15:37

Stamps: Architecture and Design - University of Michigan Lecture Series

# click the upper-left icon to select videos from the playlist

source: University of Michigan    上次更新日期：2015年2月4日

Robert Mankoff - Past, Present & Future of Humor 55:25
Richard Barnes - Excavations & Iterations: The Museum Unveiled 52:54
Bernard Khoury - New Wars in Progress 59:58
Paula Scher - New York Design 45:51
Margaret Livingstone - What Art Can Tell Us About The Brain 55:19
Lucy Orta - Body Architecture 45:36
Luis Chomiak Influencing Train Design 1:07:49

Nanomanufacturing (U of Michigan) by John Hart

# click the up-left corner to select videos from the playlist

source: University of Michigan     2009年10月23日
The course, ME 599: Nanomanufacturing taught by Professor John Hart at the University of Michigan, discusses the properties, synthesis, assembly and applications of nanostructures and nanostructured materials.

23. Nanocomposites and fibers 1:22:31
22. Organization and properties of nanostructure networks 1:30:02
21 Organization & properties of nanostructure networks 1:17:04
20. Organization and properties of nanostructure networks 1:25:50
19. Monolayer and layer by layer assembly 1:25:49
18. Monolayer and layer by layer assembly 1:24:32
17 Purification, functionalization, & separation of nanostructures 1:22:56
16. Limits of top down patterning 1:29:35
15. Nanotube nanowire Synthesis by CVD Methods 1:26:44
14. Nanotube nanowire Synthesis by CVD Methods 1:31:41
13. Nanotube Nanowire Synthesis by CVD Methods 1:25:58
12. Nanoparticle Synthesis by Precipitation Methods 1:32:52
11. Surface Plasma 1:26:27
10. Small Scale Fluid Flows 1:35:01
9. Electrical Double Layer 1:25:17
8. Surface Energy and Melting Properties 1:35:15
7. Intermolecular and Surface Forces 1:29:12
6. Thermal Properties 1:33:54
5. Mechanical Properties of Nanotubes & Nanowires 1:22:08
4. Electronic and Optical Properties of Nanostructures 1:24:42
3. Confinement and energy quantization 1:21:42
2. Techniques for characterizing nanostructures 1:19:02
01. Taxonomy and geometry of nanostructures 1:14:35

Chemical Engineering: Process Dynamics and Controls (U of Michigan) by Peter Woolf

# click the upper-left icon to select videos from the playlist

source: University of Michigan    2009年7月24日
U-M Course: Process Dynamics and Controls, ChemE 466

27. Bayesian Networks II 39:31
26. Bayesian Networks I 49:47
25. Designs of Experiments 38:18
24. Comparing Distributions III 41:58
23. Comparing Distributions II 40:00
22. Computing distributions I 41:31
21. Introductory Statistics 1:00:34
19. Multiple Input, multiple output I 35:08
18. Controls Architecture 38:55
17. Dynamical Systems Analysis IV 41:52
16. Dynamical Systems Analysis III 33:04
15. Dynamical Systems Analysis II 42:28
14. Dynamical Systems Analysis I 26:00
13. Chemical Process PID control Part2 36:39
12. Chemical Process PID control 53:13
11. Control programming 59:03
10 PSIDs Notation, Construction & Interpretation 1:22:09
9 Modeling Case Study II 37:05
8. Modeling Case Study 1 51:56
7. Solving ODEs in Excel & Mathematica 55:59
6. Excel Modeling p2 49:48
5. Modeling Basics 3 remodeling p1 30:14
4. Modeling Basics 2 incidence graphs 24:09
3. Modeling Basics 1 verbal modeling 31:37
2. Wiki Basics 11:21
1. How to learn in an electronic classroom 17:49

Saturday Morning Physics - U of Michigan Lecture Series (2006-2010)

# click the upper-left icon to select videos from the playlist 

source: University of Michigan     上次更新日期：2015年2月4日

2010 Winter, The Oldest Hominoids 21:46
2010 Winter, Hurricanes and Tornadoes and Floods! Oh My! 22:14
2009 Fall, Protein, Fat or Politics? Big Game Hunting in Human Evolution 59:19
2009 Fall, The Museum of Zoology, A Priceless Collection of Life 59:28
2009 Fall, How Fast is Evolution? 57:53
2009 Fall, Mirrors, Anti Matter & the Left Handed World 59:11
2009 Winter, Milky Way Galaxy: Keeper of the Darkest Secrets of the Universe 59:02
2009 Winter, Amateur Astronomy: From Ann Arbor to the Universe 59:45
2009 Winter, Building Planets: When & How? 47:34
How Did Earth Get Its Water? - University of Michigan Lecture 44:33
2009 Winter, Four Hundred Years of Cosmic Discovery 59:48
2009 Winter, Black Holes Along the Cosmic Time 58:00
2008 Fall, Buddhism and Science 53:07
2008 Fall, The Large Hadton Collider: The World's Most Powerful Particle Accelerator 59:39
2008 Fall, A Current Perspective on Great Lakes Water Levels 53:40
2008 Fall, The LHS: Revealing the Building Blocks of Our Universe 59:44
2008 Fall, Superstring Cosmology or How I leaned to stop worrying and love inflation 33:16
2008 Fall, A Physicist Looks at Brain Tumors 57:51
2008 Winter, Encounters with Modern Physics 59:55
2008 Winter, Modeling the Cosmos and Observations and Simulations 47:01
2008 Winter, String Theory: What is it good for? 51:14
2008 Winter, What is String Theory Anyway? 49:03
Amplified Noise 58:38
2006 Winter, Evolution of Robotics 52:30
2006 Winter, Scientific Uncertainty and Public Policy: Moving on Without All the Answers 59:45
2006 Winter, How Old: The Physics of Dating Artifacts 59:49
2006 Winter, Natural Selection and the Regulation of Defense Responses 40:44
2006 Winter, Genomes and Evolution 59:32
2006 Winter, Evolution of Infectious Diseases: from Host-Parasite Arms Races to Superbugs 57:36
2006 Winter, Nanomedicine A New Frontier for Physics 47:42
2006 Winter, Evolution: The Fossil Record and the Origin of Whales 59:48
2007 Fall, Current Treatments and Novel Strategies for Cardiovascular Disease 52:33
2007 Fall, Physics (and Chemistry and Biology...) of Mastodons and Mammoths 59:52
2007 Fall, Muscling in on Tissue Engineering 45:42
[私人影片]
2007 Winter, The Music of Quantum Physics 58:34
2007 Winter, Taking the Plunge: The Physics of Roller Coasters 59:43
2007 Winter, Cosmic Rays 59:56
2007 Winter, Future of Electronics 58:44
2007 Winter, Weapons of Mass Destruction: Biological Weapons 1:00:03
2007 Fall, Lightning Lights: the Mercury Folat Lighthouse 52:57
2007 Fall, Fresnel: Before and After 53:06
2007 Fall, It's All About Light! 59:17
2007 Fall, We All Need Just the Right Amount of Exposure 59:03
2007 Fall, How to Keep Your Focus; the Physics of Camera Lenses 55:59
2007 Winter, The Physics behind Music 54:49
2007 Winter, Weapons of Mass Destruction: Nuclear Weapons 58:58
2008 Winter, Taking the Plunge: The Physics of Roller Coasters 59:31
2008 Winter, Dark Energy and the Accelerating Universe 54:46
2008 Winter, Cosmic Rays 59:49
2007 Winter, Chemical Agents as Triggers of Neurological Disease 57:22
2008 Fall, Tricks with Light: How Microscopy Reveals the Biological World 56:29

Introduction to Finite Element Methods by Krishna Garikipati (U of Michigan)

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source: openmichigan    2014年5月30日
View course on Open.Michigan: http://open.umich.edu/find/open-educa...
http://creativecommons.org/licenses/b...
Help us caption & translate this video! http://amara.org/v/PcPx/

01.01. Introduction, Linear Elliptic Partial Differential Equations (Part 1) 14:47
01.02. Introduction, Linear Elliptic Partial Differential Equations (Part 2) 13:02
01.03. Boundary Conditions 22:19
01.04. Constitutive relations 20:07
01.05. Strong Form of the Partial Differential Equation, Analytic Solution 22:45
01.06. Weak Form of the Partial Differential Equation (Part 1) 12:30
01.07. Weak Form of the Partial Differential Equation (Part 2) 15:06
01.08. Equivalence Between the Strong and Weak Forms (Part 1) 24:21
01.08ct. 1. Intro to C++ (Running Your Code, Basic Structure, Number Types, Vectors) 21:10
01.08ct. 2. Intro to C++ (Conditional Statements, "for" Loops, Scope) 19:28
01.08ct. 3. Intro to C++ (Pointers, Iterators) 14:02
02.01. The Galerkin, or finite dimensional weak form 23:15
02.01. Response to a question 7:29
02.02. Basic Hilbert Spaces (Part 1) 15:52
02.03. Basic Hilbert Spaces (Part 2) 9:29
02.04. FEM for the One Dimensional, Linear Elliptic PDE 22:54
02.04. Response to a question 6:22
02.05. Basis Functions (Part 1) 14:56
02.06. Basis Functions (Part 2) 14:44
02.07. The Bi-Unit Domain (Part 1) 11:45
02.08. The Bi-Unit Domain (Part 2) 16:20
02.09. Finite Dimensional Weak Form as a Sum Over Element Subdomains (Part 1) 16:09
02.10. Finite Dimensional Weak Form as a Sum Over Element Subdomains (Part 2) 12:25
02.10ct. 1. Intro to C++ (Functions) 13:28
02.10ct. 2. Intro to C++ (C++ Classes) 16:44
03.01. The Matrix-Vector Weak Form - I (Part 1) 16:27
03.02. The Matrix-Vector Weak Form - I (Part 2) 17:45
03.03. The Matrix-Vector Weak Form - II (Part 1) 15:38
03.04. The Matrix-Vector Weak Form - II (Part 2) 13:51
03.05. The Matrix-Vector Weak Form - III (Part 1) 22:32
03.06. The Matrix-Vector Weak Form - III (Part 2) 13:23
03.06ct1 Dealii.org, Running Deal.II on a Virtual Machine with Oracle Virtualbox 13:00
03.06ct. 2. Intro to AWS; Using AWS on Windows 24:44
03.06ct2. Correction 3:32
03.06ct. 3. Using AWS on Linux and Mac OS 7:43
03.07. The Final Finite Element Equations in Matrix-Vector form (Part 1) 22:05
03.08. The Final Finite Element Equations in Matrix-Vector form (Part 2) 18:24
03.08. Response to a question 4:36
03.08ct Coding Assignment 1 (main1.cc, Overview of C++ Class in FEM1.h) 19:35
04.01. The Pure Dirichlet Problem (Part 1) 18:16
04.02. The Pure Dirichlet Problem (Part 2) 17:42
04.02. Correction to boardwork 1:01
04.03. Higher Polynomial Order Basis Functions - I 22:56
04.03. Correction to boardwork 0:58
04.04. Higher Polynomial Order Basis Functions - 1 (Part 2) 16:39
04.05. Higher Polynomial Order Basis Functions - II (Part 1) 13:39
04.06. Higher Polynomial Order Basis Functions - III 23:24
04.06ct. Coding Assignment 1 (Functions: Class Constructor to "basis_gradient") 14:41
04.07. The Matrix Vector Equations for Quadratic Basis Functions - I (Part 1) 21:20
04.08. The Matrix Vector Equations for Quadratic Basis Functions - I (Part 2) 11:54
04.09. The Matrix Vector Equations for Quadratic Basis Functions - II (Part 1) 19:10
04.10. The Matrix Vector Equations for Quadratic Basis Functions - II (Part 2) 24:09
04.11. Numerical Integration -- Gaussian Quadrature 13:58
04.11ct. 1. Coding Assignment 1 (Functions: "generate_mesh" to "setup_system") 14:22
04.11ct.2. Coding Assignment 1 (Functions: "assemble_system") 26:59
05.01. Norms (Part 1) 18:23
05.01. Correction to boardwork 0:57
05.01ct. 1. Coding Assignment 1 (Functions: "solve" to "I2norm_of_error") 10:58
05.01ct.2. Visualization Tools 7:18
05.02. Norms (Part 2) 18:22
05.02. Response to a question 5:46
05.03. Consistency of the Finite Element Method 24:28
05.04. The Best Approximation Property 21:33
05.05. The "Pythagorean Theorem" 13:15
05.05. Response to a question 3:32
05.06. Sobolev Estimates and Convergence of the Finite Element Method 23:51
05.07. Finite Element Error Estimates 22:08
06.01. Functionals, Free Energy (Part 1) 17:39
06.02. Functionals, Free Energy (Part 2) 13:21
06.03. Extremization of Functionals 18:31
06.04. Derivation of the Weak Form Using a Variational Principle 20:10
07.01. The Strong Form of Steady State Heat Conduction and Mass Diffusion (Part 1) 18:25
07.02. The Strong Form of Steady State Heat Conduction and Mass Diffusion (Part 2) 19:01
07.02. Response to a question 1:28
07.03. The Strong Form, continued 19:28
07.03. Correction to boardwork 0:43
07.04. The Weak Form 24:34
07.05. The Finite Dimensional Weak Form (Part 1) 12:36
07.06. The Finite Dimensional Weak Form (Part 2) 15:57
07.07. Three-Dimensional Hexahedral Finite Elements 21:31
07.08. Aside: Insight to the Basis Functions by Considering the Two-Dimensional Case 16:44
07.09. Field Derivatives: The Jacobian (Part 1) 12:39
07.10. Field Derivatives: The Jacobian (Part 2) 14:21
07.11. The Integrals in Terms of Degrees of Freedom 16:26
07.12. The Integrals in Terms of Degrees of Freedom - Continued 20:56
07.13. The Matrix-Vector Weak Form (Part 1) 17:20
07.14. The Matrix-Vector Weak Form (Part 2) 11:20
07.15. The Matrix-Vector Weak Form, continued (Part 1) 17:22
07.15. Correction to boardwork 1:01
07.16. The Matrix Vector Weak Form, continued (Part 2) 16:09
07.17. The Matrix-Vector Weak Form, continued further (Part 1) 17:41
07.17. Correction to boardwork 0:48
07.18. The Matrix-Vector Weak Form, continued further (Part 2) 17:19
08.01. Lagrange Basis Functions in 1 Through 3 Dimensions (Part 1) 18:59
08.02. Lagrange Basis Functions in 1 through 3 dimensions (Part 2) 12:37
08.02ct. Coding Assignment 2 (2D Problem) - I 13:34
08.03. Quadrature Rules in 1 Through 3 Dimensions 17:04
08.03ct. 1. Coding Assignment 2 (2D Problem) - II 13:51
08.03ct. 2. Coding Assignment 2 (3D Problem) 6:53
08.04. Triangular and Tetrahedral Elements-Linears (Part 1) 6:52
08.05. Triangular and Tetrahedral Elements Linears (Part 2) 16:30
09.01. The Finite Dimensional Weak Form and Basis Functions (Part 1) 20:40
09.02. The Finite Dimensional Weak Form and Basis Functions (Part 2) 19:13
09.03. The Matrix Vector Weak Form 19:07
09.04. The Matrix Vector Weak Form (Part 2) 9:43
09.04. Correction to boardwork 1:53
10.01. The Strong Form of Linearized Elasticity in Three Dimensions (Part 1) 9:59
10.02. The Strong Form of Linearized Elasticity in Three Dimensions (Part 2) 15:45
10.03 The Strong Form, continued 23:55
10.04. The Constitutive Relations of Linearized Elasticity 21:10
10.05. The Weak Form (Part 1) 17:38
10.05. Response to a Question 7:56
10.06. The Weak Form (Part 2) 20:24
10.07. The Finite-Dimensional Weak Form-Basis Functions (Part 1) 18:24
10.08. The Finite-Dimensional Weak Form-- Basis functions (Part 2) 10:01
10.09. Element Integrals (Part 1) 20:46
10.09. Correction to boardwork 0:54
10.10 Element Integrals (Part 2) 6:46
10.11. The Matrix-Vector Weak Form (Part 1) 19:01
10.12. The Matrix Vector-Weak Form (Part 2) 12:12
10.13. Assembly of the Global Matrix-Vector Equations (Part 1) 20:41
10.14 Assembly of the Global Matrix-Vector Equations II 9:17
10.14. Correction to boardwork 2:54
10.14ct. 1. Coding Assignment 3 - I 10:20
10.14ct. 2. Coding Assignment 3 - II 19:56
10.15 Dirichlet Boundary Conditions (Part 1) 21:24
10.16 Dirichlet Boundary Conditions (Part 2) 14:00
11.01 The Strong Form 16:30
11.01. Correction to boardwork 0:44
11.02 The Weak Form, and Finite Dimensional Weak Form (Part 1) 18:45
11.03 The Weak Form, and Finite Dimensional Weak Form (Part 2) 10:16
11.04. Basis Functions, and the Matrix-Vector Weak Form (Part 1) 19:53
11.04. Correction to Boardwork 0:45
11.05. Basis Functions, and the Matrix-Vector Weak Form (Part 2) 12:04
11.05. Response to a question 0:52
11.06. Dirichlet Boundary Conditions; The Final Matrix Vector Equations 16:58
11.07. Time Discretization; The Euler Family (Part 1) 22:38
11.08. Time Discretization; The Euler Family (Part 2) 9:56
11.09. The V-Form and D-Form 20:55
11.09ct. 1. Coding Assignment 4 - I 11:11
11.09ct. 2. Coding Assignment 4 - II 13:54
11.10. Integration Algorithms for First-Order, Parabolic, Equations-Modal Decomposition (Part 1) 17:25
11.11. Integration Algorithms for First-Order, Parabolic, Equations-Modal Decomposition (Part 2) 12:56
11.12. Modal Decomposition and Modal Equations (Part 1) 16:01
11.13. Modal Decomposition and Modal Equations (Part 2) 16:02
11.14. Modal Equations and Stability of the Time Exact Single Degree of Freedom Systems (Part 1) 10:50
11.15. Modal Equations and Stability of the Time-Exact Single Degree of Freedom Systems (Part 2) 17:39
11.16. Stability of the Time-Discrete Single Degree of Freedom Systems 23:26
11.17. Behavior of Higher-Order Modes; Consistency (Part 1) 18:58
11.18. Behavior of Higher-Order Modes; consistency (Part 2) 19:52
11.19. Convergence (Part 1) 20:50
11.20. Convergence (Part 2) 16:39
12.01. The Strong and Weak Forms 16:38
12.02. The Finite-Dimensional and Matrix-Vector Weak Forms (Part 1) 10:38
12.03. The Finite-Dimensional and Matri-Vector Weak Forms (Part 2) 16:01
12.04. The Time-Discretized Equations 23:16
12.05. Stability (Part 1) 12:58
12.06. Stability (Part 2) 14:36
12.07. Behavior of High-Order Modes 19:33
12.08. Convergence 20:55
13.01. Conclusion, and the Road Ahead 9:26