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Sound can "propagate" along a string, i.e. travel along the string from one end to the other.
kinetic energy
Into movement, i.e., kinetic energy.
the wave produced in a stretched string will be a standing wave .it will have a node and antinode.node means point with zero displacement and antinode means point with maximum displacement
yes, Its possible to have a longitudinal wave on a stretched string by stroking it along its length by a rosined cloth. However, in the wave motion of a stretched string ( tant string with fixed ends) wave (disturbance) produced at one fixed end travels along the length of the string and get reflected back at the other end. Since the original wave and the reflected wave have the same frequency and amplitude, they superimpose to produce stationary transverse disturbance.
Sound can "propagate" along a string, i.e. travel along the string from one end to the other.
kinetic energy
kinetic energy
Kinetic energy and then to heat.
a line is a set of infinite points. a stretched string is finite.
Into movement, i.e., kinetic energy.
Chordophone
the wave produced in a stretched string will be a standing wave .it will have a node and antinode.node means point with zero displacement and antinode means point with maximum displacement
The law of vibrating strings is the vibrational mode of a string that is stretched. The wavelength is twice the length of the string.
yes, Its possible to have a longitudinal wave on a stretched string by stroking it along its length by a rosined cloth. However, in the wave motion of a stretched string ( tant string with fixed ends) wave (disturbance) produced at one fixed end travels along the length of the string and get reflected back at the other end. Since the original wave and the reflected wave have the same frequency and amplitude, they superimpose to produce stationary transverse disturbance.
unless the string is broken up,the force of pulling will be applied along the continuous part of the string when the string is in full stretched condition.
Your answer will be "Chordophone".