Results for

• Technique: The background color of the figure window is gradually changed using sine and cosine functions.
• Reason: These trigonometric functions (sin and cos) create smooth, oscillating transitions over time, which gives a fluid effect to the background's color shift.
• Implementation:

• Benefit: This introduces a smooth, visually appealing animation effect.

• Technique: The position and shape of objects are based on trigonometric functions.
• Reason: Using sin(t) and cos(t) ensures that the movement is circular or elliptical, creating continuous and natural motion in animations.
• Implementation (for object position):

• Benefit: Circular and smooth motions are pleasing and easily controlled by tweaking the frequency and phase of sine/cosine functions.

• Technique: The number of sides of the polygon (sides) changes dynamically based on t.
• Reason: It creates variation in shape, maintaining user interest as the shape transitions from a triangle to a hexagon.
• Implementation:

• Benefit: This provides dynamic shape transitions over time, keeping the animation non-static.

• Technique: The fill function is used to draw a polygon with smoothly changing colors.
• Reason: Filling polygons with varying colors based on time (t) allows for continuous color transitions, adding more complexity to the animation.
• Implementation:

• Benefit: Combining both color changes and shape changes enhances the visual impact.

• Technique: hold on allows multiple graphic objects to be drawn on the same axes without clearing previous objects.
• Reason: This is crucial for drawing multiple elements (like polygons, circles, and lines) on the same figure.
• Benefit: It helps manage and layer different graphical elements effectively within the same frame.

• Technique: The ball's motion is defined by rectangle with a Curvature of [1, 1] to make it circular.
• Reason: Using the rectangle function simplifies the process of drawing a filled circle, and controlling its position and size is intuitive.
• Benefit: It provides a straightforward way to animate circular objects within the plot.

• Technique: A white dashed line (w--) is drawn between the polygon and the moving ball to show a connection between these objects.
• Reason: This adds interactivity to the scene, as it gives the impression that the polygon and the ball are related or connected in some way.
• Implementation:

• Benefit: A dynamic element that adds depth and narrative to the animation, guiding the viewer’s attention.

• Technique: The variable f is used as a frame number, while t = f / 24 creates a link between frame and time.
• Reason: Ensuring smooth and continuous transitions in the animation over time is critical, so f acts as the control for time-based changes in shape, color, and position.
• Benefit: This makes it easy to manage frame rates and time-based updates for the animation.

• From Embedded to Empowered: The Rise of Software-Defined Products - María Elena Gavilán Alfonso, MathWorks
• The Empathetic Engineers of Tomorrow - Dr. Darryll Pines, University of Maryland
• A Model-Based Design Journey from Aerospace to an Artificial Pancreas System - Louis Lintereur, Medtronic Diabetes

• AI
• Autonomous Systems and Robotics
• Electrification
• Algorithm Development and Data Analysis
• Modeling, Simulation, Verification, Validation, and Implementation
• Wireless Communications
• Cloud, Software Factories, and DevOps
• Preparing Future Engineers and Scientists

• Address Readers’ Needs:

• Enhance Authors’ Experience:

• Create a new short movie or remix an existing one with up to 2,000 characters of code.
• Vote or comment on the short movies you love!

• The latest version of MATLAB: R2024b has just been released
• What’s new in Graphics and App Building?
• A Peek into New AI Features

Interesting Questions

Popular Discussions

From File Exchange

From the Blogs

1. Multibody Simulation Onramp
2. Analyzing Results in Simulink
3. Battery Pack Modeling
4. Introduction to Motor Control
5. Signal Processing Techniques for Streaming Signals
6. Core Signal Processing Techniques in MATLAB (learning path – includes the four short courses listed below)

• Signal Generation and Resampling
• Spectral Analysis Techniques
• Time-Frequency Analysis
• Filter Design and Analysis Methods