This is the extension of a note (for example to fill a hole between two identical notes). I would like to know if it is possible with Wavestunes and if so, how? Thank you for any positive response or not.

These waves are disturbance that does not need any object medium for propagation and can easily travel through the vacuum. They are produced due to various magnetic and electric fields. The periodic changes that take place in magnetic and electric fields and therefore known as electromagnetic waves.


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The left shows constructive interference (superposition) where the two waves add up (e.g. 1+1=2). The right shows deconstructive interference (superposition) where the two waves cancel each other (e.g. 1+(-1)=0).

For people who actually so happen to have the same issue or similar issue of combining waves, it turns out it's actually a very simple problem; because the total amplitude added up is greater than 1, the computer audio freaks out, and some clipping occurs, causing the weird noise, so simply instead, I just needed to limit the amplitude to 0.1.

Just starting to use Waves Tune in Logic 9.1.3 (64bit) / OS 10.6.8 and the piano keyboard on the left wont sound notes when clicked. I've seen videos on YouTube where the piano would sound a note... this would be incredibly advantageous as I know by ear where I want to correct a note to but am not familiar with the notes on a piano so doing it visually only is not working for me at all.

Create a software instrument track, and click the instrument slot to navigate down to where it says "AU MIDI-controlled effects". If you see Waves Tune in this submenu, then you'll be able to trigger it with MIDI notes. The audio would be processed though its sidechain input (upper right corner of the plug-in window).

When the is Earth rapidly displaced or distorted at some point, the energy imparted into the Earth by the source of the distortion can be transmitted in the form of elastic waves. A wave is a disturbance that propagates through, or on the surface of, a medium. Elastic waves satisfy this condition and also propagate through the medium without causing permanent deformation of any point in the medium. Elastic waves are fairly common. For example, sound propagates through the air as elastic waves and water waves propagate across the surface of a pond as elastic waves.

In fact, water waves on the surface of a pond offer a convenient analogy for waves propagating through the earth. When a pebble is thrown into a pond, the disturbance caused by the pebble propagates radially outward in all directions. As the ripples move away from their source, notice that there are two distinct ways of looking at the waves as they travel. These two distinct viewpoints are called frames of reference.

 We can view the waves propagating across the surface of the pond from above the pond. At any time, the waves form a circular ring around the source with some radius that is governed by the speed at which the wave propagates through the water and the time elapsed since the wave originated at the source. In this viewpoint, we fix time and we view the wavefield at any location across the entire surface.    We can view these same waves as they propagate through some fixed location on the surface of the pond. That is, imagine that instead of observing the waves from above the pond, we are in a small boat on the surface of the pond, and we record how the boat moves up and down with respect to time as the wave propagates past the boat. In this viewpoint, we fix our spatial location and view the wavefield at this location at all times.   These two viewpoints give us two fundamentally different pictures of the exact same wave. Assume that our ripple propagating outward from the source can be approximated by a sine wave.

Tsunamis are giant waves caused by earthquakes or volcanic eruptions under the sea. Out in the depths of the ocean, tsunami waves do not dramatically increase in height. But as the waves travel inland, they build up to higher and higher heights as the depth of the ocean decreases. The speed of tsunami waves depends on ocean depth rather than the distance from the source of the wave. Tsunami waves may travel as fast as jet planes over deep waters, only slowing down when reaching shallow waters. While tsunamis are often referred to as tidal waves, this name is discouraged by oceanographers because tides have little to do with these giant waves.

Written by a leading specialist in the area of atmosphere/ocean science (AOS), the book presents an excellent introduction to this important topic. The goals of these lecture notes, based on courses presented by the author at the Courant Institute of Mathematical Sciences, are to introduce mathematicians to the fascinating and important area of atmosphere/ocean science (AOS) and, conversely, to develop a mathematical viewpoint on basic topics in AOS of interest to the disciplinary AOS community, ranging from graduate students to researchers. The lecture notes emphasize the serendipitous connections between applied mathematics and geophysical flows in the style of modern applied mathematics, where rigorous mathematical analysis as well as asymptotic, qualitative, and numerical modeling all interact to ease the understanding of physical phenomena. Reading these lecture notes does not require a previous course in fluid dynamics, although a serious reader should supplement them with additional information on geophysical flows, as suggested in the preface.

The author presents rigorous mathematical theory and offers deep insights ... contribution of these notes to the modern literature is very valuable and unique ... essentially self-contained and does not require prior knowledge of fluid dynamics ... should be of interest to anyone in the community of atmosphere/ocean science, from graduate students to advanced researchers.

Amongst Waves came to be after I had a sudden urge to create something that was a bit more fruity "aquatic" than the pre-existing "aquatic" fragrances in today's market. This fragrance was released in Spring, just in time for Summer, so the bright and playful notes of Green Apple, Honeydew, and Lime Zest, were carefully chosen to evoke a "greeness" for Spring and an easy-going playfulness for Summer. The Sea Salt/Aquatic Notes bring out the best of the top notes by adding a sophisticated layer of brininess, with the intoxicating base note of aged Patchouli rounding out the drydown. 


Red circles - I selected D Major, and I even put an X on the C# key, but it still scans a C# note. What am I missing? That note should be a D. I suppose I can drag it into place, but I thought the purpose of identifying the legal notes is so that the VST will do most of the work.

Thanks for your comments. It's interesting to me that one of those blue circles was exactly one octave above the note I was singing. Maybe it was a harmonic that happens naturally. So do you think a pitch correction VST can make any significant improvement to what I sing or am I wasting my time? Should I try setting the scale and fiddling with the notes in the scale, or just use the tool "chromatically" and edit the notes manually? How do I force it to re-scan if I change some scale settings? And how to I lock the correction into the track so that it doesn't re-scan and return to the real vocal? Is there a way to commit the changes "destructively" (I think is the term) once I am satisfied and can I remove the VST from the track at that time?

the melodyne essentials will do a decent job of monophonic fixes. lots of power there. i have the Editor version which is single track polyphonic which is quite nice (but as you noted $$$). i also have Waves Tune which i have only used a few times and (to me) it seemed easy enough to use (dragging notes, etc) but i didn't try out the automatic features or custom scales etc. maybe some quality time with the Waves Tune manual, or some youtube videos, will get you working. i know i learned a lot of tricks for melodyne watching the Celemony content.

I tried my first fix in Melodyne with the first line of my verse. I was off on my pitch a lot of places. That doesn't surprise me. Maybe I'll go back and run this on some recordings I did 30 years ago to see if I was really much closer. I spent 5 minutes dragging the blobs (notes) around and double-clicking them to tune them based on my correct notes. OMG. I went from terrible to "not too bad". This is a "Where have you been all my life?" moment. I'll try using it's automatic functions next, but if I have to spend a few minutes manually fixing my vocals by dragging the blobs around, I can live with that. It seems to be a step ahead of Waves Tune overall. I'll pay the $99 but I'll wait a few weeks and maybe they'll send me a discount offer, Thanks for the tip. Later I might still buy the Ovox, but this will keep me busy for a while. Do you know how I commit a change to the audio track after I've cleaned it up in Meoldyne, or is that not possible? ff782bc1db

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