This Version of Photonoise 1.2 was added on 14-07-2015 in our apps store. It has been downloaded for free by 131 times by our valuable users. Download Latest Version of Photonoise 1.2 for Free. mobile-phones.com.pk is online mobile phone app stock so you come and enjoy unlimited free downloads. Other versions of Photonoise 1.2 may also available in our Mobile App store you can search them from related software category.
Make sure that your mobile phone is compatible for this version of Photonoise 1.2, Before download Photonoise 1.2 Mobile Phone App you should know about the screen resolution, hardware compatibility of your mobile phone device. If you feel this version is right option for your mobile device then go and download Photonoise 1.2 for absolutely FREE. You can go to Miscellaneous category for large number of related free downloads. In case of any problem for downloading this version please contact us to solve this problem.
Download Latest Version of Photonoise 1.2 for Free. Mobile Phones is online mobile phone software stock so you come and enjoy unlimited free downloads.
Mobile phone App store to Download Android Apps , Phone apps, photonoise 1.2, Best 3d Android Game dialing software, Entertainment software, Travel Apps, Medical Apss, Multimedia Apps, Utilities Apps for absolutely free. Many more stuff waiting for you e.g skype to chat with your family and friends.
Photonoise 1.2
Screen Shots:
Description:
Watch out: this app can be very noisy, be careful with your ears and keep volume low initially!
Choose photos and images from your Photo Albums as the data source for noisy sound synthesis. Up to five touches on screen are detected, and the image r,g,b and intensity values at touch locations mapped to the parameters of chaotic and noisy sound synthesis algorithms. Three algorithms are provided:
1) Gravity Grid: a particle is trapped under the influence of gravity within a set of fixed bodies, and spins around chaotically at fast rates
2) Frequency Modulation: each touch controls one carrier and modulator pair using FM synthesis.
3) Nonlinear Synthesis: a special nonlinear differential equation with weirdly oscillatory solutions is continually solved.
If your definition of 'music' is limited to diatonic notes, you probably won't like this. But if you're up for some fun with noisy sound, you should enjoy the experience! Try different images as sources and remember to use up to five fingers at once to control each algorithm.