Could Higher Dimensions Reveal New Wave Phenomena?

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The discussion explores the implications of higher dimensions on wave phenomena, questioning what experiences and measurements would be possible if our four-dimensional space were embedded in a higher-dimensional space. Participants argue that while mathematically one can define physics in any number of dimensions, our actual experiences are limited to four dimensions. The conversation highlights that the existence of additional dimensions does not violate Occam's razor, provided they are given a physical meaning. Ultimately, the debate centers on the distinction between mathematical possibilities and physical realities. The topic raises intriguing questions about the nature of our universe and the potential for undiscovered phenomena.
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If our space was imbedded in a higher dimensional space with an additional orthogonal space dimension, and a sound wave traveled with a wavefront perpendicular to this additional dimension, what would we experience?
What could we measure?
Thanks, Ron
 
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NOTHING IS THE ANSWER. Our experiences & measurements is confined to our four Dimensional world. Of course, you can solve almost all equations of physics in "467 dimensional world"! (if you are good in math).But, that is a mathematical word and it is not our observed 4D world.
 
I read something a while back that basically stated it is mathematically possible to define the laws of physics in any number of any type of the dimension we experience (space and time). The reason that we do not is basically Occam's razor. This is part of the issues with string theory for instance, at this point they are just math.
 
YOUR FIRST SENTENCE IS RIGHT,IF AND ONLY IF, YOU CHANGE "WE EXPERIENCE" TO "WE WISH".HAVE YOU READ POST #2?
IT IS TRUE THAT WE ONLY EXPERIENCE A 4D WORLD. BUT,DOES THIS MEAN THAT OUR UNIVERSE "IS" FOUR DIMENSIONAL? CERTAINLY IT DOES NOT.SO ADDING MORE DIMENSIONS TO THE EXISTING FOUR DOES NOT VIOLATE Occam's razor PRINCIPLE. OF COURSE ONE HAS TO GIVE A PHYSICAL MEANING TO THE EXTRA DIMENSION.
 
comparing a flat solar panel of area 2π r² and a hemisphere of the same area, the hemispherical solar panel would only occupy the area π r² of while the flat panel would occupy an entire 2π r² of land. wouldn't the hemispherical version have the same area of panel exposed to the sun, occupy less land space and can therefore increase the number of panels one land can have fitted? this would increase the power output proportionally as well. when I searched it up I wasn't satisfied with...

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