Fundamental frequency n = 1/2L √(T/m)
General formula np = P/2L √(T/m)
L = Length of string, T = Tension in the string
m= Mass per unit length (linear density),
p = mode of vibration
|
|
Important points:
(1) As a string has several natural frequencies, so when it is excited with a tuning fork, the string will be in resonance with the given object if any of its natural frequencies coincides with the object.
(2) (i) n ∝ 1/T if T and m are constant (ii) n ∝ √T if L and m are constant (iii) n ∝ √(1/m) if T and L are constant
(3) If M is the mass of the string of length L,m = M/L
So n = 1/2L √(T/m) = 1/2L √{T/(M/L)} =1/2 √(T/ML) = 1/2L √(T/πr2ρ)
where m = πr2ρ (r = Radius, ρ = Density)
Email based Physics assignment help - homework help at Expertsmind
Are you searching physics expert for help with Vibration of a string questions? Vibration of a string topic is not easier to learn without external help? We at www.expertsmind.com offer finest service of Physics assignment help and physics homework help. Live tutors are available for 24x7 hours helping students in their Vibration of a string related problems. We provide step by step Vibration of a string question's answers with 100% plagiarism free content. We prepare quality content and notes for Vibration of a string topic under physics theory and study material. These are avail for subscribed users and they can get advantages anytime.
Why Expertsmind for assignment help
- Higher degree holder and experienced experts network
- Punctuality and responsibility of work
- Quality solution with 100% plagiarism free answers
- Time on Delivery
- Privacy of information and details
- Excellence in solving physics queries in excels and word format.
- Best tutoring assistance 24x7 hours