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A lab report on wave dynamics using the Wave Gizmo Lab. It includes instructions on how to use the Gizmo, vocabulary, prior knowledge questions, warm-up exercises, activities, and questions. The document covers topics such as transverse and longitudinal waves, amplitude, frequency, wavelength, wave speed, power, and density. It also explores the factors that affect the wavelength, speed, and power of waves. suitable for students studying physics or related fields.
Typology: Exams
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The two images showing the two different sides of the ocean waves are different because the first image of the wave is higher than the second image of the ocean wave. Spring model moves up and down as the wave goes from left to right.
Directions: Follow the instructions to go through the simulation. Respond to the questions and prompts in the orange boxes. Vocabulary: amplitude, compression, crest, frequency, linear mass density, longitudinal wave, medium, period, power, rarefaction, transverse wave, trough, wave, wavelength, wave speed
Hz, Tension is 3.0 N, and Density is 1.0 kg/m. (Note: In this Gizmo, “density” refers to the linear mass density , or mass per unit length. It is measured in units of kilograms per meter.)
compressions in the
A. How long does one cycle take? This is the period ( T ) of the wave. B. The wave’s amplitude is equal to half of this height. What is the amplitude? 20 cm
B. How does this compare to the wavelength of the comparable transverse The 2 wave? (See your answer to question 2C.) wavelength s are the same
173.2 cm/s B. (f) is equal to 1 divided by the period: f = Frequency is measured in hertz (Hz), where 1 Hz = What is the frequency of this wave?
-0.5Hz Frequency Activity B: (ONLVL & Pre-AP) Wave dynamics Get the Gizmo ready: ● Click Reset. Check that Transverse is selected. ● Set Amplitude to 20.0 cm, Frequency to 0. Hz, Tension to 3.0 N, and Density to 1.0 kg/m. Question: What factors affect the wavelength, speed, and power of waves?
C. How are the wavelength, frequency, and wave speed related? In general, the wave speed ( v ) can be calculated from the frequency ( f ) and wavelength ( λ ) using the formula v = f • λ. wave speed is equal to frequency multiplied by wavelength
if the frequency stays the same, the wavelength must decrease as the wave speed decreases, because wave speed is equal to the product of the wavelength and the frequency. through low-density helium.