Lissajous Play - Maths Art!
Not in any tracked top chart right now.
Updated 25 Oct 2026 · rankings refresh through the day
DeveloperPhilip Broder
CategoryEducation
PriceFree
Released
Rating★ 5.0 (2)
Version1.1
Age rating4+
First seen by us
24 Oct 2026
Rating
5.0 ★
2 ratings
Measured
Lissajous Play - Maths Art! on the App Store
App details
App ID
1453547515
Publisher
Philip Broder
On the store since
Feb 2019
7 years on the store
Minimum OS
iOS 11.1+
iPhone 5s and later
Devices
iPhone · iPad
Content rating
4+
Languages
1
EN
Size
8 MB
Also listed in
Utilities
Where it ranks now
Every top chart it appears in across 30 countries.
| Country | Charts | Rank |
|---|---|---|
| Not charting right now. | ||
Ratings
App Store, worldwide.
Rating
5.0 ★
2 ratings
Measured
Ratings
2
Measured
About Lissajous Play - Maths Art!
Use Lissajous Play to explore Lissajous figures by adjusting all the variable parameter to your desires.
The basics are that there are two sine waves being used to determine the plot coordinates, one driving the x value and the other driving the y value. If these are in phase, and the same frequency, then you get a stright diagonal line; push the y data 90º (π/4 radians) out of phase and you get a circle.
The phase slider lets you vary the phase between 0-360º ( 0 - 2π radians)
With the x & y frequencies as Integers the Lissajous will be a closed loop.
Varying the x&y frequencies will produce interesting shapes with which you can animate the phase, or watch the shape traced out over time.
If the line length is at max then a closed loop shape will only trace once. If one, or both, of the frequencies are not intergers then things get interesting, as it's not a closed loop the trace will continue to draw and get more complex, adjusting the phase adds even more interest.
Adjust the background/plot colours, line width/shadow, to pleasing artistic effect.
A must have for physics and engineering students, or just for interest and fun.
Have fun, and share your work...
The basics are that there are two sine waves being used to determine the plot coordinates, one driving the x value and the other driving the y value. If these are in phase, and the same frequency, then you get a stright diagonal line; push the y data 90º (π/4 radians) out of phase and you get a circle.
The phase slider lets you vary the phase between 0-360º ( 0 - 2π radians)
With the x & y frequencies as Integers the Lissajous will be a closed loop.
Varying the x&y frequencies will produce interesting shapes with which you can animate the phase, or watch the shape traced out over time.
If the line length is at max then a closed loop shape will only trace once. If one, or both, of the frequencies are not intergers then things get interesting, as it's not a closed loop the trace will continue to draw and get more complex, adjusting the phase adds even more interest.
Adjust the background/plot colours, line width/shadow, to pleasing artistic effect.
A must have for physics and engineering students, or just for interest and fun.
Have fun, and share your work...
Latest updates
1.1
Performance enhancements.