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- | ====== Differential Geometry by Syed Hassan Waqas ====== | ||
- | These notes are provided and composed by Mr. [[: | ||
- | |||
- | ^ Name |Differential Geometry | ||
- | ^ Provider | ||
- | ^ Pages |69 pages | | ||
- | ^ Format | ||
- | ^ Size |2.7 MB | | ||
- | |||
- | ====Contents & Summary==== | ||
- | < | ||
- | <col sm=" | ||
- | * Curvature | ||
- | * Centre, Radius of Curvature | ||
- | * Formula for Radius of Curvature | ||
- | * Centre of Curvature | ||
- | * Curvature and Radius of Curvature in Polar Form | ||
- | * Space curve or Twisted curve or Skew curve | ||
- | * Tangent line | ||
- | * Normal line | ||
- | * Secant line | ||
- | * Equation of tangent of a point | ||
- | * Normal plane | ||
- | * Equation of Normal plane | ||
- | * Oscillating plane or plane of Curvature | ||
- | * Frenet-Serret Formula | ||
- | * Torsion | ||
- | * arameters other than āsā | ||
- | * Equation of the Centre of Curvature | ||
- | </ | ||
- | <col sm=" | ||
- | * Moving Trihedral | ||
- | * Helix | ||
- | * Spherical indicatrices | ||
- | * Spherical Indicatrices of tangent | ||
- | * Spherical Indicatrices of Normal | ||
- | * Spherical Indicatrices of Binormal | ||
- | * Surface | ||
- | * Another definition of Surface | ||
- | * Tangent plane | ||
- | * Equation of Normal | ||
- | * Parametric curves | ||
- | * U-curves | ||
- | * V-curves | ||
- | * First order Fundamental magnitude | ||
- | * Second order Fundamental form and second order Fundamental magnitude | ||
- | </ | ||
- | </ | ||
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- | {{include> | ||
- | ==== Download or View online ==== | ||
- | <callout type=" | ||
- | * **{{ : | ||
- | <modal id=" | ||
- | {{gview noreference>: | ||
- | **{{: | ||
- | </ | ||
- | </ | ||
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- | ====Notes of other subjects==== | ||
- | {{topic> | ||
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- | {{tag> |