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Tensor Calculus Ep. 15 | Riemann Curvature Tensor
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Todays episode explores the concept of curvature, and we finally arrive at the Riemann Curvature Tensor.
Eigenchris's video:
This series is based off of the book "Tensor Calculus for Physics" by Dwight Neuenschwander
0:00 Introduction
1:45 Extrinsic/Intrinsic Curvature
6:32 Parallel Transporting Vector
11:32 Derivatives as Generators of Translation
14:50 Commutator of Covariant Derivatives
32:46 The Riemann Curvature Tensor
35:49 RCT Analogy to Intro Calculus
37:08 Do Cylinders have Intrinsic Curvature
38:24 2-D Sphere vs 3-D Euclidian Metric in Spherical Coordinates
40:25 Next Videos and Conclusion
Eigenchris's video:
This series is based off of the book "Tensor Calculus for Physics" by Dwight Neuenschwander
0:00 Introduction
1:45 Extrinsic/Intrinsic Curvature
6:32 Parallel Transporting Vector
11:32 Derivatives as Generators of Translation
14:50 Commutator of Covariant Derivatives
32:46 The Riemann Curvature Tensor
35:49 RCT Analogy to Intro Calculus
37:08 Do Cylinders have Intrinsic Curvature
38:24 2-D Sphere vs 3-D Euclidian Metric in Spherical Coordinates
40:25 Next Videos and Conclusion
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