| 1 -Evaluate the Surface Integral for cube by expressing it in Volume Integral.mp4 | 66.1 MB | ||
| 1 -Evaluate the Surface Integral of dot product of position vector & normal vector.mp4 | 8 MB | ||
| 1 -Show that given Surface Integral is 43 pi (a+b+c).mp4 | 11.5 MB | ||
| 1 -Verify the Gauss Divergence Theorem for the given Function.mp4 | 77.1 MB | ||
| 10 -Evaluate the Surface Integral using Gauss Divergence Integral.mp4 | 15.8 MB | ||
| 11 -Evaluate the given Surface Integral using the Gauss Divergence Theorem.mp4 | 16.2 MB | ||
| 12 -Surface Integral of curl of a vector is Zero.mp4 | 9.4 MB | ||
| 13 -Show that the given Surface Integral = required Volume integral.mp4 | 15.8 MB | ||
| 14 -Show that given Surface Integral = req. Surface int + 2(req. Volume Integral).mp4 | 29.9 MB | ||
| 15 -Show that 12( Volume Integral) = Required Surface Integral.mp4 | 18.9 MB | ||
| 16 -Show that Surface Integral of cross product of r and n vector vanishes.mp4 | 18.7 MB | ||
| 17 -Show that the Surface Integral of vector n = 0.mp4 | 12.1 MB | ||
| 18 -Show that the given Volume Integral is equal to required Surface Integral.mp4 | 23.4 MB | ||
| 19 -For a given Vector F, show that given Vol. Integral = Required Surface Integral.mp4 | 20.1 MB | ||
| 2 -Evaluate the Surface Integral bounded by the cone x²+y²= z² and plane z = 1.mp4 | 28.6 MB | ||
| 2 -Show that Volume Integral of divergence of vector 'n' is surface S.mp4 | 10 MB | ||
| 2 -Surface Integral for Cube bounded by the Planes.mp4 | 58.6 MB | ||
| 2 -Verify Gauss Divergence Theorm for the function for the region occupied by cube.mp4 | 48 MB | ||
| 20 -For a given Vector F, show that given Surface Integral = Required Vol. Integral.mp4 | 8.4 MB | ||
| 21 -V.Important Results for the given Surface Integral in accordance with Origin.mp4 | 58.9 MB | ||
| 3 -Evaluate the Surface Integral over the Cube.mp4 | 19.5 MB | ||
| 3 -For a closed surface & point function, the given Surface Integrals vanishes.mp4 | 28.9 MB | ||
| 4 -Evaluate the Surface Integral by transforming the Triple Integral.mp4 | 35.6 MB | ||
| 4 -Surface Integral over the surface of the cube bounded by Coordinate planes.mp4 | 15.7 MB | ||
| 5 -Prove that the given surface integral is the volume of the space enclosed by S.mp4 | 9.9 MB | ||
| 5 -Show that the Given Surface Integral is 2aV where a is the constant vector.mp4 | 25.4 MB | ||
| 6 -Prove the given result using Gauss Divergence Theorem.mp4 | 22.2 MB | ||
| 7 -Prove the given result using gauss Divergence Theorem continued...!.mp4 | 22.4 MB | ||
| 8 -Show that Given Surface Integral is Zero using Gauss Divergence Theorem.mp4 | 13.6 MB | ||
| 9 -Prove that given Volume Integral is sum of the Surface Integral & Vol. Integral.mp4 | 10 MB | ||
| Bonus Resources.txt | 409.6 B | ||
| Get Bonus Downloads Here.url | 204.8 B | ||
| ▲ 32 total files | |||
Vector Calculus Part 3 ( Surface Integrals)
https://DevCourseWeb.com
Published 1/2025
Created by Jaswinder Kaur
MP4 | Video: h264, 1280x720 | Audio: AAC, 44.1 KHz, 2 Ch
Level: Intermediate | Genre: eLearning | Language: English | Duration: 30 Lectures ( 3h 19m ) | Size: 759 MB
Surface Integrals, Gauss Divergence Theorem, Divergence Theorem, Vector calculus, Multiple Integrals,
What you'll learn
Students will learn about how to evaluate Surface Integrals
To evaluate Surface Integrals using Gauss Divergence Theorem
Use of Gauss Divergence Theorem in solving many examples and in proving many Results
Expected Assignments and many Important Concept on Surface Integrals
Requirements
Introduction of Vector Calculus, Divergence of vector, Curl of Vector and Gradient of vector.
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