I use a fork to tune my violin. The school teacher uses an ekectronic tuner which is low. I tried an app tuner on my phone. It is also low. How do I confirm for the teacher that these electronic tuners are not correct?
Variables:
Dependent: Vibrational frequency of violin string (Measured using mobile tuning app)
Independent: Temperature in which string is plucked (Measured using infrared thermometer)
Controlled: Violin String, Tension of violin string, Length of violin string, Method of plucking...
Why is this wrong?:
That is, why is not f = 4fo?
Oh. And my figure 1 can be wrong, because maybe i got confused if the string was open or closed in the boundaries, anyway this change nothing the relations (1)
Homework Statement
The fundamental frequency of a violin string is 283 Hz. Calculate the frequency of the 2nd harmonic.
Known:
f = 283 Hz
Homework Equations
v = fλ
f(n) = n*v/2L
λ= L
v(sound) = 343 m/s
The Attempt at a Solution
λ = 343/283 = 1.21 m
f(2) = 2*343/2*1.21 = 283 Hz.
I'm getting...
1. The problem statement, all variables, and given/known data
So I'm doing an IB extended essay on the relationship between frequency and tension of a violin string. As you apply more tension to the string (using weights and pulley), the frequency will be higher, as shown below. There's not too...
Homework Statement
A violin's chord has a length of 0.350 meters, and is tuned to the sound of the note Sol, with a frequency of fG = 392 Hz.
a) How far from the edge of the chord does the violinist need to place his hand, in order to play a note La, with a frequency of fA= 440 Hz?
b) If...
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Homework Statement
A violin string is vibrating at a frequency of 880Hz. How many vibrations does it make when the sound produced travels 332m through air at temperature of 0 degrees Celsius.
Homework Equations
Not sure.
The Attempt at a Solution
I'm not quite sure how to solve this equation.
so my group was given this topic to discuss in physics. What are some sub topics that i can talk about?
i don't know where to start my research
example: 1) how a violin makes sounds?
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2) _____
I lightly placed my finger a quarter of the length down the E-string of a violin and drew the bow, forcing the third harmonic. I used an oscilloscope app to look at the waveform. I got this unusually regular pure pattern...
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I know sound is pressure, and it goes through things...
Homework Statement
A violin string with a mass of 0.35g is 33 cm long. The frequency of a wave supported by the string is 196 Hz.
What is the speed of the wave?
Homework Equations
Ln = n/2 *lambda
v = f*lambda
The Attempt at a Solution
1. Solve for wave length [/B]
L1 = 1/2 *lambda
0.33 =...
Homework Statement
A violin has four strings that are 32 cm long and are typically tuned to concert G, D, A, and E (196 Hz, 294 Hz, 440 Hz, and 660 Hz).
A)What is the wavelength of the fundamental mode of oscillation on the A string?
Sketch the waveform.
B)What is the wavelength of the sound...
I am doing this problem:
(a) Find the speed of waves on a violin string of mass 800 mg and length 22.0 cm if the fundamental frequency is 920 Hz. (b) What is the tension in the string? For the fundamental, what is the wavelength of (c) the waves on the string and (d) the sound waves emitted...
Homework Statement
A particularly beautiful note reaching your ear from a rare Stradivarius violin has a wavelength of 39.1 cm. The room is slightly warm, so the speed of sound is 344 m/s.
If the string's linear density is 0.560g/m and the tension is 160N , how long is the vibrating section...
"Fantasy for violin and orchestra"
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There is an equation relating the tension in a string fixed between two nodes and the velocity of the traveling waves which form the allowed standing waves. It is T = v^2 (μ) where μ is the mass per unit length.
Am I correct in saying that if the tension in the string increases then frequency...
Homework Statement
If a violin A4 string of length 35 cm is to be under 60 N tension, what linear mass density should it have?
Homework Equations
Cannot find an equation
The Attempt at a Solution
?
I cannot find anything in my textbook relating to this question.
I have recently discovered I really enjoy music featuring violins. I have also learned that I have particular tastes when it comes to the type of violin music that I like and I'm wondering if another fan could help me to identify what I like specifically. I guess I'm asking how to describe the...
Homework Statement
Mass of violin string = 35g
Length of string = 60cm
Frequency = 196Hz
What is the frequency change to if the string is fingered at 15cm from the top end?
How fast does the wave propagate down the string?
What is the tension in the string?
Homework Equations
v =...
Homework Statement
A violinist places her finger so that the vibrating section of a 1.00 g/m string has a length of 40.0 cm, then she draws her bow across it. A listener nearby in a 20oC room hears a note with a wavelength of 60.0 cm.Homework Equations
Wavelengthm = (2L/m)
f1 = (v/2L) =...
Hello.
I'm thinking of buying an electric violin for my own amusement.
Just wondering if anyone has experience in this matter?
I pretty much have zero knowledge about electric instruments and would appreciate tips on what to pay attention to when selecting one, price range, brands, effects...
I've always loved the sound of violin and lately have been thinking about buying a used violin on craigslist and teaching myself to play.
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A violin string has a length of 0.350 m and is tuned to concert G, with fG = 392 Hz.
Where must the violinist place her finger to play concert A, with fA = 420 Hz?
If this position is to remain correct to half the width of a finger (that is, to within 0.600 cm), what is the maximum...
Homework Statement
String on the violin is made of steel wire with a diameter of 0.25 mm. With what force must the string be strained (stretched) so that its basic frequency will equal 660 Hz (E-string)? What is the maximum velocity and acceleration of the parts of the string, if we evoke...
Homework Statement
The wires on a violin have a cross section of 5.1*10^-7m^2. The wires are put under tension by turning the wooden pegs. The Young Modulus of Steel is 2.0*10^11 Pa.
Calculate the tension required to produce an extension of 4*10^-4m.
Homework Equations
Thats where...
Beat frequencies/tension force of violin strings while tuning--please help
Homework Statement
To tune your violin, you first tune the A string to the correct pitch of 440 Hz, and then you
bow both it and the adjoining string simultaneously, all the while listening for beats. While
bowing the...
Homework Statement
A violin string has a length of 0.35m and is tuned to concert G (a frequency of 392Hz). Where must the violionist place her finger to play concert A, with a frequency of 440Hz?
Homework Equations
The Attempt at a Solution
I used v= frequency * wavelength and...
Homework Statement
a 32 cm violin string with linear mass density is .36 gm/m is placed near a loudspeaker that is fed by an audio oscillator of variable frequency. It is found that hte string is set into oscillations at frequencies 1320 Hz and 1760 Hz as the frequency of the audio oscillator...
Homework Statement
A vibrating string on a violin is 330 mm long and has a fundamental frequency of 659 Hz. What is its fundamental frequency when the string is pressed against the fingerboard at a point 60 mm from its end?
*The answer is 805 Hz
Homework Equations
f = \overline{}nv/2L...
[SOLVED] Violin String and Waves
1. A violin string of length 0.33m and mass 50g is under a tension of 40N. A violin player touches the string a distance L/3 from one end, which produces a node at that point. What is the lowest frequency that can now be produced on the string?
2. I have several...
[SOLVED] Mass per Unit Length of Violin Strings
Homework Statement
Each string on a violin is tuned to a frequency 1.5 times that of its neighbor. If all the strings are to be placed under the same tension, what must be the mass per unit length of each string relative to that of the lowest...
Homework Statement
A violinist is tuning her instrument to concert A (440 Hz). she plays the note while listening to an electronically generated tone of exactly that frequency and hears a beat frequency 3Hz, which increases to 4Hz when she tightens her violin string slightly. (a) what was the...
Homework Statement
Two identical violin strings, when in tune and stretched with the same tension, have a fundamental frequency of 440 Hz. One of the strings is retuned by adjusting its tension. When this is done, 2 beats per second are heard when both strings are plucked simultaneously.
a...
A violin string vibrates at 294 Hz when unfingered. At what frequency will it vibrate if it is fingered one third of the way down from the end?
f1= 294 Hz (fundamental frequency)
f2= 2f1=(2)( 294 Hz)= 588 Hz
f3= 3f1=(3)( 294 Hz)= 882 Hz
f4= 4f1=(3)( 294 Hz)= 1176 Hz
The 294 Hz would be...
A violin string vibrates at 294 Hz when unfingered. At what frequency will it vibrate if it is fingered one third of the way down from the end?
How do I determine this w/o length of how far 1/3 of violin string is?
Help anyone!
Analysis of the periodic sound wave produced by a violin's G string includes three frequencies: 392, 588, and 980 Hz. What is the fundamental frequency? [Hint: The wave on the string is the superposition of several different standing wave patterns.]
The fundamental frequency is the lowest...
I have a question on this problem
1. 10. A violin string vibrates at 335 Hz when unfingered. At what frequency will it vibrate if it is fingered one half of the way down from the end?
For this one I worked out that string is fixed at both ends because its in a violin so I am thinking of...
I wanted to ask for some help, but first a little about me. I am a physician, but my major was mathematics many years ago. Currently, I am reviewing physics "for the fun of it" and I'm using Tipler's text for review. In the newest edition, I am trying to work problem 77 in chapter 6, but I can't...
Hey,
I've decided to start playing the Violin after being well over a year since I wanted to start.
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Two identical violin strings, when in tune and stretched with the same tension, have a fundamental frequency of 440.0 Hz. One of the strings is retuned by adjusting its tension. When this is done, 1.5 beats per second are heard when both strings are plucked simultaneously.
-By what...
Two identical violin strings, when in tune and stretched with the same tension, have a fundamental frequency of 440.0 Hz. One of the strings is retuned by adjusting its tension. When this is done, 1.5 beats per second are heard when both strings are plucked simultaneously.
-What is the...
I play the violin, and I recently figured out that if I very gently touch my finger on a string, it produces a higher integer multiple of the frequency if I were to hold my finger down all the way. How does this happen?