The shockwave produced is a carrier of an energy that can be used for motion in gases and liquids

To be able to utilize this energy we must be able to describe the state of a system of two or more waves at any given time thus deriving a formula that links energy produced to the component characteristics of the wave e.g frequency amplitude etc

A mathematical model is used which presents a system of waves as a sum or difference of two vectors which is the resulting vector or a shockwave It is a model that has been obtained after using detailed analysis of both longitudinal and transverse waves

To simplify the description we are going to look at the waves purely as a carrier of an energy that can further be utilized for different purposes and from that standpoint its easier to regard our waves and a resulting shockwave as a vector I am going to try and explain it from the point of view of mathematics

Lets take a look at the sum (difference) of the two vectors The resulting sum (difference) vector is our sought shockwave which in itself is a carrier of energy

In the attachment to my submission I am presenting a f-la of the wave as a carrier of energy

Its a universal approach towards wave analysis and can be applied to different kind of waves acoustic and non acoustic In that sense analysis of the latter fits well into the agenda and will lead to a detailed explanation on how this principle works (pls see the attached file)