The speed at which a disturbance propagates through a space fundamentally depends on the native properties of that area. It's not simply about how much force is initially imparted; rather, it's a relationship dictated by factors such as density, flexibility, and tension. For instance, a auditory wave travels faster in denser air than in less dense
Traveling Speed Fundamentals
The extent of wave rate dictates how quickly a fluctuation propagates through a medium . It isn't simply the speed of individual particles; rather, it's the rate at which the complete shape or pattern of the ripple advances. This property is often symbolized by 'v' and is intrinsically linked to the wavelength (λ) and frequency (f) via the fundame