I don't know how much help you can give me but if you can please help answer 5-8! TIA
Shake the non-fixed end of the slinky to create a standing
wave. If you do this on the floor, it would be best to
have a hard surface, so the slinky is not sliding against
carpet. Practice until you are able to produce standing
waves with two nodes(at the two ends), three nodes (two at the ends
and one in the middle), and four nodes (two at the ends and two
between the ends). There are some sample pictures below
to guide your work.
Figure #1
5. Determine the frequency of the side to side (or up and down) oscillations necessary to create each of the following three standing waves:
a. 2 nodes (one at each end); find frequency = f1
b. 3 nodes (at the ends and one in the middle); find frequency = f2
c. 4 nodes (at the ends and two between the ends); find frequency = f3
6. Take a photo of your experimental setup and insert it here.
7. Write the mathematical relationship between the frequencies you found above. What would you expect for the frequency of fn?
8. Grab your slinky at the halfway point, and then
stretch it to the same length you were using in previous questions.
What is now different from the activity you did above? How would
you expect that to change the behavior of the
system? Explain.
I don't know how much help you can give me but if you can please help...
There are some sample pictures below to guide your work 1st Harmonic First Overtone 2nd Harmoni Second Overtone 3rd Harmonic Third Overtone 4th Harmonic And so on Figure #1 5. Determine the frequency of the side to side (or up and down) oscillations necessary to create each of the following three standing waves: a. 2 nodes (one at each end); find frequency f b, 3 nodes (at the ends and one in the middle); find frequency = c, 4 nodes...
Need help with the physics problem below! Please show which equations you use so I can better understand the concepts. Two speakers are connected to a 400 Hz oscillator. One speaker is placed at one end of the street, and the other is placed at the other end of the street. You are standing in the middle of the street, right between the two speakers.(Speed of sound is 343 m/s) (a) What is the spacing between the nodes in the...
When an emperor penguin returns from a search for food, how can it find its mate among the thousands of penguins huddled together for warmth in the harsh Antarctic weather? It is not by sight, because penguins all look alike, even to a penguin! The answer lies in the way penguins vocalize. Most birds vocalize by using only one side of their two-sided vocal organ, called the syrinx. Emperor penguins, however, vocalize by using both sides simultaneously. Each side sets...
6. A cord of ρ = 30 g/m is tightly tied between two strong posts a distance 3.0 m apart, so that it is under a tension of 100 N. The cord is plucked so that resonant standing waves are set up. (a) Find the three longest wavelengths that are allowed in the cord. (b) Find the corresponding frequencies. (c) The tension is now adjusted so that the new fundamental frequency corresponds to that of the second overtone in part...
I know how to do the first 3 parts. Need last 3 parts of the question. Posted whole thing for reference. Thanks! a) A 1 meter long guitar string of linear mass density 2g/m3 is put under tension until it resonates with a fundamental frequency of 440 Hz. Determine the tension that produces this fundamental frequency. Also determine the other of the first four harmonic frequencies and draw diagrams illustrating what each of these oscillations looks like on the string....
Can someone help me do my prelab please. Thank you.
Resonance Pre-Lab Assignment (1 point) Recall from the "Introduction to Waves" lab that it was easy to calculate the harmonic number (n) and wavelength ) of standing waves on a string by counting the number of antinodes 2L/n). That was a system with nodes fixed at the end points. Today you will be working with a system that has one open end and one closed end (i.e. a node fixed...
I would appreciate if you could check my work for #2 and help
me out with #3. I tend to get confused with proportions, and I’m
not quite sure how to relate tension to frequency and wavelength
(unless that is the idea, and one doesn’t affect the other).
Thanks so much!
PHY 221 Prelab: Standing Waves Name 1. Make a sketch of a wave on a string. On the sketch, label the amplitude and wavelength of the wave. V :...
Please help me and explain how to find this. A speaker is placed next to one end of tube opened at both ends. The frequency of the sound wave is set to 700 Hz and a standing wave is observed. The air temperature is such that the speed of sound is 350 m/s. The distance between adjacent nodes of the standing wave equals ____ meter(s). a) 1/4 b) 1/2 c) 1 d) 2 e) 0.7 A speaker producing a 700...
please answer all pre-lab questions 1 through 5. THANK YOU!!!
this is the manual to give you some background.
the pre-lab questions..
the pre-lab sheet.
Lab Manual Lab 10: String Waves & Resonance Before the lab, read the theory in Sections 1-3 and answer questions on Pre-lab Submit your Pre-lab at the beginning of the lab. During the lab, read Section 4 and follow the procedure to do the experiment. You will record data sets, perform analyses, answer questions, and...
Need Table F and how you do the calculations
I. EXPERIMENT 1.10: STANDING WAVES ON STRINGS A. Abstract Waves on a string under tension and fixed at both ends result in well-defined modes of vibration with a spectrum of frequencies given by the formula below B. Formulas fn=n (*), n= 1, 2, 3,... v= T where fr is the frequency of the nth standing wave mode on the string of length L, linear mass density y, and under tension T,...