6 Questions around this concept.
A wave is reflected from a rigid support. The change in phase on reflection will be
To decrease the fundamental frequency of stretched string at both ends fix, one might
When waves are incident on a boundary between two media a part of incident waves returns back into the initial medium ( reflection ) while the remaining is partly absorbed and partly transmitted into the second medium ( refraction ).
Boundary conditions:
Assuming no transmission, no absorption and energy lost when a wave hits the boundary.
1. Rigid end: when the incident wave reaches a fixed end, it exerts an upward pull on the end, according to Newton's 3rd law at a fixed end it exerts an equal and opposite downward force on the string. It results in an inverted pulse or phase change $\pi$.
Crest (C) reflects as a trough( $T$ ) and vice-versa, Time changes by $\frac{T}{2}$, and path changes by $\frac{\lambda}{2}$.

2) Free end: when a wave or pulse is reflected from a free end, then there is no change of phase (as there is no reaction force).
crest (C) reflects as the crest (C) and trough (T) reflects as a trough(T), Time changes by zero, and path changes by zero.
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