Recorded Online Webinars - Engineering Webinars, Math Education Webinars - Maplesoft

# Recorded Webinars

In-depth information and demonstrations of Maplesoft products

### Live/Upcoming Webinars

View a schedule of all upcoming live webinars.

Searching for the following webinars...

Keyword: , Language: All, Products: All , Tags: surface , Segments: All

### Vector Integrals in the Physics:-Vectors Package, Part 2

Length: 50 Minutes
Presenter: Dr. Robert Lopez
Product: Maple

The Physics:-Vectors package now includes updated int and Int commands that implement a collection of "vector integrals." Just what are these vector integrals, and how do they relate to the existing integrals available in calculus and the Student packages of VectorCalculus and MultivariateCalculus? ...

### Vector Integrals in the Physics:-Vectors Package, Part 1

Length: 39 Minutes
Presenter: Dr. Robert Lopez
Product: Maple

The Physics:-Vectors package now includes updated int and Int commands that implement a collection of "vector integrals." Just what are these vector integrals, and how do they relate to the existing integrals available in calculus and the Student packages of VectorCalculus and MultivariateCalculus? ...

### Maple Conference 2019 - Exact Parametric Solutions for the Intersections of Quadric Surfaces using Maple

Length: 35 Minutes
Presenter: Samir Hamdi and David Levin
Product: Maple

Exact Parametric Solutions for the Intersections of Quadric Surfaces using Maple presented by Samir Hamdi and David Levin at the Maple Conference 2019.

### Maple Conference 2019 - A Maple Exploration of Surface Curvatures

Length: 58 Minutes
Presenter: Dr. Robert Lopez
Product: Maple

A Maple Exploration of Surface Curvatures presented by Dr. Robert Lopez at the Maple Conference 2019.

### A Maple Exploration of Surface Curvature(s)

Length: 51 Minutes
Presenter: Dr. Robert Lopez
Product: Maple

A study of the curvature of a surface in three dimensions requires looking at the normal curvature, principal curvatures, mean curvature, Gauss curvature, first and second fundamental forms, shape operators and the Weingarten map. That's a lot to examine by hand, especially if you want to implement ...