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


Recorded Webinars

In-depth information and demonstrations of Maplesoft products

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Introducing Maple 2025 for Industry

Length: 42 Minutes
Presenter: Maplesoft
Product: Maple

With a new interface, more math, enhanced connectivity tools, and much more, the most powerful and comprehensive environment for exploring, visualizing, and solving even the most difficult math problems is better than ever! In this video, you’ll learn about some of the many improvements in Ma...

Entdecken Sie Mathematiksoftware, die Ihren Unterricht verbessert, Ihre Forschung beschleunigt und Ihren Studierenden zum Erfolg verhilft

Length: 67 Minutes
Presenter: Maplesoft
Product: Maple

Die Maplesoft-Technologie unterstützt seit über 35 Jahren die akademische Forschung und den Mathematikunterricht. Nehmen Sie an einem exklusiven Briefing von Maplesoft-CEO Dr. Laurent Bernardin über die Technologielösungen von Maplesoft für das Lehren, Lernen und Rechnen tei...

Introducing Maple 2025 for Education & Research

Length: 42 Minutes
Presenter: Maplesoft
Product: Maple

With a new interface, more math, enhanced tools for education and connectivity, and much more, the most powerful and comprehensive environment for exploring, visualizing, and solving even the most difficult math problems is better than ever! In this video, you’ll learn about some of the many ...

Why Teach Differential Equations with Maple

Length: 43 Minutes
Presenter: Maplesoft
Product: Maple

You probably are well aware that Maple is a great tool for teaching calculus, but did you know that Maple also has a lot to offer when it comes to teaching differential equations? From computation and visualizations tools, to interactive conceptual explorations and a dedicated student package design...

Why and How to Use Simulation to Address Roll-to-Roll Quality & Performance Issues

Length: 35 Minutes
Presenter: Maplesoft
Product: MapleSim

As end-customers demand faster delivery and higher-quality products, it becomes urgent for converters and manufacturers of thin web materials (such as plastics, films, paper, labels, and metal foils) to find ways to improve their web line operations. With so many factors affecting web line performan...

Lightening the Early Career Faculty Load: Updating Courses with the Help of Maple

Length: 25 Minutes
Presenter: Maplesoft
Product: Maple

Time to update that math or math-heavy course you inherited from someone else, to make it suit you better? It’s a big job, but you can save time and effort by using Maple to develop your new course materials. In the video, you will discover the many ways Maple can help you reduce the time inv...

Explore the Results: Combining AI and Analytics to Support Student Success

Length: 31 Minutes
Presenter: Maplesoft
Product:

Educators are appropriately fearful that students will use AI to get through assignments and learn nothing in the process. But AI also has the potential to be a powerful tool to support student learning, especially when combined with analytics and intelligence to determine where those students are s...

Simulation of Roll-to-Roll Systems: Exploring the Drives and Controls Features in MapleSim

Length: 36 Minutes
Presenter: Maplesoft
Product: MapleSim

Maintaining consistent product quality for thin web materials is a complex balance that depends on the capabilities of the web handling machine, the web material properties, and how they both interact. Process engineers can apply speed and tension control techniques to manage the flow of the web mat...

Some Numerical Calculations and the Draghilev Method

Length: 43 Minutes
Presenter: Dr. Robert Lopez
Product: Maple

An email posed the following problem: Given the equation and the function F(x,y)=0 , solve the equation for y=y(x) and evaluate G(x,y(x)). A further email asked for the computation of G’(x,y(x)). Well, if the function F is amenable, then this is something th...

Diffusion with a Generalized Robin Condition

Length: 45 Minutes
Presenter: Maplesoft
Product: Maple

The one-dimensonal heat equation with a generalized Robin condition is solved on [0, 1] by a finite-difference scheme and by the Laplace transform, with the inversion implemented numerically. The left end is insulated and the initial temperature is zero. The Robin condition at the right end is drive...