If a string wave encounters a completely fixed end, what happens to its phase? a) Stays the same b) Changes by π c) Changes by π/2 d) Waves gets destroyed
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If a string wave encounters a completely fixed end, what happens to its phase?
a) Stays the same
b) Changes by π
c) Changes by π/2
d) Waves gets destroyed
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- Q15. A wave is specified a) The amplitude b) Wavelength c) frequency by d) initial phase angle y= 6 sin 2 π (8t -4x+3/4) find: e) the initial displacement at t=0 and x=02. Waves traveling across a string are obey the equation; y(x, t) = 0.05m sin(89.7x – 868t + 4) assume proper SI units a) What is the wavelength, period, and wave speed of this wave? b. If an element of the string at x=0 and t=0 is at the position y = 0.035 m and is traveling upward (+y direction), what is the phase constant p?2 x (cm) -2- -41 A The displacement of a vibrating string versus position along the string is shown in the figure. The periodic waves have a speed of 10.0 cm/s. A and B are two points on the string. What is the wavelength of the wave? (ww) h 1.5 4.5- 10.5 13.5 16.5
- 3) Please help with the following question! (parts D, E & F only)What is the wavelength of this standing wave? 2.5 2 0000 E 1.5 1 0.5 -0.5 2 5 9/ -1 -1.5 -2 -2.5 Horizontal Position (m) A) 6 m B) 3 m C) 2 m D) 1.5 m Enter Vertical Displacement (m)Determine if each sentence is True or False. If false, please explain a) All waves carry energy, and subsequently momentum as well.b) For sinusoidal waves, the kinetic and potential energy for a full wavelength are the same!c) For sinusoidal waves, the total energy does NOT depend of the frequency of the wave.d) The power of a wave depends on the speed of the wave; the faster the speed, the more power in the wave. Themeans waves on a sting under with more tension will always deliver more power than waves on a sting with lesstension.
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